subject
stringclasses
4 values
grade
stringclasses
15 values
skill
stringclasses
445 values
pic_choice
bool
2 classes
pic_prob
bool
2 classes
problem
stringlengths
0
1.12k
problem_pic
unknown
choices
listlengths
2
4
choices_pic
listlengths
2
4
answer_idx
int64
0
3
math
algebra-1
linear-functions-over-unit-intervals
false
true
How does g(t) change over the interval from t=4 to t=5?
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"
[ "g(t) increases by 100%", "g(t) increases by a factor of 2", "g(t) decreases by 2", "g(t) increases by 2" ]
null
3
science
grade-6
compare-magnitudes-of-magnetic-forces
false
true
Think about the magnetic force between the magnets in each pair. Which of the following statements is true? The images below show two pairs of magnets. The magnets in different pairs do not affect each other. All the magnets shown are made of the same material, but some of them are different shapes.
"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"
[ "The magnitude of the magnetic force is greater in Pair 2.", "The magnitude of the magnetic force is greater in Pair 1.", "The magnitude of the magnetic force is the same in both pairs." ]
null
1
math
grade-8
parts-of-three-dimensional-figures
false
true
Look at this figure: What is the shape of its bases?
"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"
[ "heptagon", "triangle", "circle", "rectangle" ]
null
3
math
grade-1
find-the-next-shape-in-a-pattern
true
true
What shape comes next?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAz4AAADhCAYAAAAJS2C/AAAeWklEQVR4nO3dW4wk133f8V9d+jI9113uhcOVLZILWks5FslYSyEwZUOwIsY2jYAPMRGaSB4MiEwgAQFsvkkgFelJEgIEFAIReXIeBCcP9gMdW5FoBbRoyCS9WdIGxesShLgzO3ubmd259qWq8jCs3d6Z7pm+1OXUqe8H0IOW26fqf87Z0/3rU13lRFEUCQAAAIAVHMfJ+xSM5OZ9AgAAAACQNoIPAAAAAOsRfAAAAABYj+ADAAAAwHoEHwAAAADWI/gAAAAAsB7...
0
math
grade-6
quadrants
true
true
Which shape is in Quadrant I?
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"
null
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3
science
grade-3
animal-adaptations-feet-and-limbs
true
true
Vervet monkeys live in the grasslands and forests of Africa. They climb trees to find food and shelter. The vervet monkey's hands and feet are adapted for climbing trees. Which animal is also adapted for climbing trees?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA88AAAEKCAYAAAAsMWftAAEAAElEQVR4nOy9d7gkR3m3fVd1nDxz8p7Nu8o5AAIBEhIGkYwCAgMSYAE2LxibYEAYf8YG+QJsog0Cg40NCDBYJCHbekEB24gkkISQRFBarTafNHk6VtX3R8/MOWdXYQUy8ovnvq6jPWe6p7u6q2bUv3p+z1PCGGPSNEVrzYgRI0aMGDFixIgRI/7fREqJbdsIIR7tpowY8RuJHAnnESNGjBgxYsSIESP+30drTZqmj3YzRoz4jUWOhPOIESNGjBgxYsSIEb8ZjJ7...
1
math
calculus
find-inverse-functions-and-relations
false
true
The graph below shows a function. Is its inverse also a function?
"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"
[ "no", "yes" ]
null
0
science
grade-5
identify-rocks-and-minerals
false
true
Chewing gum has the following properties: human-made not a pure substance solid no fixed crystal structure Is chewing gum a mineral?
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"
[ "no", "yes" ]
null
0
math
grade-2
name-the-three-dimensional-shape
false
true
What shape is this?
"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"
[ "cube", "rectangular prism", "sphere", "cylinder" ]
null
3
math
grade-5
mean-find-the-missing-number
false
true
Amelia has the following data: If the mean is 41, which number could q be?
"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"
[ "36", "31" ]
null
0
math
kindergarten
count-scattered-shapes-up-to-5
false
true
How many rectangles are there?
"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"
[ "4", "2", "3", "1" ]
null
2
math
grade-3
reflection-rotation-and-translation
false
true
How has this figure been transformed? It has been...
"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"
[ "translated", "rotated", "reflected" ]
null
1
science
grade-2
identify-materials-in-objects
false
true
Which material is this sandwich bag made of?
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"
[ "plastic", "rock" ]
null
0
math
grade-3
compare-fractions-using-models
false
true
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"
[ ">", "=", "<" ]
null
2
math
pre-k
fewer
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAACGCAYAAAB630uXAAAJPElEQVR4nO3dvW9V9x3H8a8xhih12g60VYeMbaQs7ZYoQ/+D/jFRhIhYGBEbiqJOiCHKhFhSuiCUFVXx0i5F2FAhWzxfPBjHxT733NPhJDSUJz/c3/ece/x6SVHiAPf8eDvSx8T3njvXNE3zYCfi1lbE0zpi3AQAsE9H5yLem4/43bsRvzkWMfdgu2m+2+j6WAAwPB/9POLoylb7wW+PRXzws3aFAYD9eVpH3Pw+4v5OxPJWxJGNcfsDRhYADu69+XZTIyI264g...
1
math
grade-6
rational-numbers-find-the-sign
false
true
The number line shows an unknown number, a. Is a positive or negative?
"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"
[ "negative", "positive" ]
null
0
math
grade-4
nets-of-three-dimensional-figures
true
true
Which net will make this figure?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAAC+CAYAAAC4av29AAAgp0lEQVR4nO3de1yUZf7/8dcMIAoiyFERwohTgVpWi6YlptvampXlIctS01bzkIfFn+YR8FwqHtIy8Wyp9c3U3M21XLE0pTIlweWwIsbBQEFwBEWGmd8fNKwWjhxmuGfg8/yHhzjc92eieXvd931dn0sF6BEWQ6/X8+tN+G8paCpAK78dIRqUrQqcbCDQAbyagQoJSYvya5me768qXYUQAiC8FdgqXYS4XXpp5de2zSDYsfJfNCFEw9FUQGoJXLwJaaWgVrogcbu...
0
math
grade-2
place-value-models-up-to-hundreds
true
false
Which place-value model shows 209?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOIAAACSCAYAAABYMhYWAAAXO0lEQVR4nO2de4wl6XmXn6o6VXVOXc6lu6d3Z3ZnL95de/EujmwQDolJIgcSC2KFi604BIOJ5WAg8SLhrJFMTALBQiSSpYAjBKyJBCgbgRAXg8QfBBERBa8FEloc27vrXc9ksjOzM93nUvc7f9Tp7nPtnvX09KmZfR/paHqmqr/vd858v3q/+r633qNUVVVdS+GVELwC8gpBEO4wLQVcDZ6w4D4DlGtJVb0w2bQsQXjr8t4utF4O67+cN+Addu1SQRDuLF4B3wz...
0
math
grade-7
parts-of-a-circle
false
true
What is \line{MN}?
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"
[ "center", "diameter", "chord" ]
null
2
math
pre-k
represent-numbers-up-to-10
true
false
Which group has 7 rectangles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAE4UlEQVR4nO3WQWpVZxiA4e/exBCsOpKWLqDtEkTIFrIXl+JadAuC4A6sndeiI6Mhpomng4vQgTg6vBeuzzM553Dg5/snL99mWZbl7fXMX5czF7czN8sArOJ4M3P/aOa3uzO/nMxs3n5ellcf9j0WcOgePZg5fnO5+/j1ZOaPn3Y1AljDxe3M608zf1/P/Hk5s/1ws/shNsDa7h/t2jIz8/F2Znv7vx8Aa/valn+Xme1+RwF+JIIDZAQHyAgOkBEcICM4QEZwgIz...
1
math
kindergarten
fewer-and-more-compare-by-matching
true
false
Which group has fewer?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAdoAAACGCAYAAAB630uXAAARLElEQVR4nO3dW3CU93nH8e+uVquVjDhJ6ASWsAQY24BMHCNwAgTHmbgJdprYXNhtetdMJplpcDp1b5KbTmxnOplO2mmSMelF6k46OOm0GTBx6xZwHBsMxgLHHC1OWh1XWh12V7sr7a727cUCdpujJb3Pnn6fG2CYQf/5PrPz7Pvq1eJxHMcZTsHlBMRmIeMgIiIic+TzQG0FrK2BRj94hmcc52Q038cSEREpPV2LwdeTyP2h2Q933pbbwiIiIjI3sVm4FIehFLy...
1
math
kindergarten
select-three-dimensional-shapes
true
false
Which shape is a cube?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAARl0lEQVR4nO2da3AU15XH/z2SRqPRG70tCQmCHolhJUwsDAGDDWsHO8QmtY6pfLGp3VrXPhzbW1tbG3sf2a0K3toqZ21vvmQr5cifErzlBKIgxw4QYR7yijiSS3JACIMkJDSgGSTNSKN5aKb3w2i6e4YZIYnb3be7z+8LrZ6ee88MZ26f1z0tiKIoukLAFT/giwALIgiCOzIFID8DaHACFXZAcAVFscert1gEsXy2FgCZQ/7YH1V2oCk3ptUEwRu+CDA4B0yEgMt...
0
science
grade-8
compare-concentrations-of-solutions
false
true
The diagram below is a model of two solutions. Each purple ball represents one particle of solute. Which solution has a higher concentration of purple particles?
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"
[ "Solution A", "neither; their concentrations are the same", "Solution B" ]
null
2
engineer
grade-8
identify-the-experimental-question
false
true
Identify the question that Eli's experiment can best answer. The passage below describes an experiment. Read the passage and then follow the instructions below. Eli mixed bacteria into a nutrient-rich liquid where the bacteria could grow. He poured four ounces of the mixture into each of ten glass flasks. In five of the ten flasks, he also added one teaspoon of cinnamon. He allowed the bacteria in the flasks to grow overnight in a 37°C room. Then, Eli used a microscope to count the number of bacteria in a small sample from each flask. He compared the amount of bacteria in the liquid with cinnamon to the amount of bacteria in the liquid without cinnamon.
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"
[ "Does temperature affect how much bacteria can grow in liquid?", "Do more bacteria grow in liquid with cinnamon than in liquid without cinnamon?" ]
null
1
math
algebra-2
match-exponential-functions-and-graphs
true
false
Which graph matches this equation? \[ y=-4(2)^{x}-6 \]
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVUAAAE1CAYAAABX+HN0AAAbWUlEQVR4nO3dfXBU9b3H8c/ukkcSiDUPqJUQaCUNgsEoJK1jDB2KODBTdazKtS1E7cUap3OvzlxwrgN/VMWOZeb2Mj4r0jIiFbmOoY1Qaxh1muAQs1joBBBMHTRPIstDMEuyOfeP7S5sEsIm/DbnnOT9mmHYc/ac8/tuTvaTc/ac3289lmVZrWekT09LJ0NSjyUAQJzGeaRMn/TddCkvWfK0Bi3roxN2lwUA7jd3gjTu4OnwxGXJ0vTx4cQFAMTnZEja3ym1nJE...
1
math
precalculus
identify-graphs-of-continuous-functions
false
true
Is the function f(x) continuous?
"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"
[ "yes", "no" ]
null
0
math
kindergarten
ordinal-numbers-up-to-tenth
false
true
The first picture is a house. Which picture is fourth? first
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"
[ "paw", "dog", "house" ]
null
1
math
algebra-1
multiply-two-binomials-using-algebra-tiles
true
false
Which area model represents the expression (2x+2)(2x+2)?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAQAAAAEACAYAAABccqhmAAAQH0lEQVR4nO3dbUyUd7oG8GueZ3gd5EWhwoCrBd/bNQprrLHubtrSamPbbDbZxKZJY3I+NNnaNqY5iWZ3P27P2WTfemJqTLqbbrtrtrY90WZXlLi0emxtXQao+IIICpQBcRQGZ2BhZp7nfKBQYJXCvPDv87+v3xfLWOf+55K55pkJzu2ybdvuHQWuDgF3YkDUBhFpyu0CFpjAimxgcTrg6h2x7c8HVR+LiObbplzA3To09kVJOrDKM9YORKSnOzGgJQz0jAJXhgB...
0
math
grade-2
interpret-tally-charts
false
true
Ben went to a baseball game. He saw some snacks. This tally chart shows how many of each type of snack he saw. Did Ben see fewer pretzels or hot dogs?
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"
[ "pretzels ", "hot dogs " ]
null
1
math
algebra-1
compare-linear-functions-tables-graphs-and-equations
false
true
Function A and Function B are linear functions. Which statement is true?
"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"
[ "The y-value of Function A when x=\n–\n1 is less than the y-value of Function B when x=\n–\n1.", "The y-value of Function A when x=\n–\n1 is greater than the y-value of Function B when x=\n–\n1." ]
null
1
math
kindergarten
represent-numbers-up-to-10
true
false
Which group has 4 circles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAR+0lEQVR4nO3dT2gc9f/H8dfs39ls0rTRJqm1YLu1qViKSJuvxZ76B4ooeFEE9SB4EC9pC0UaqOBFrVjSk+DNQ0WqCFJBpFjwViklFtN/aVeroiYlIU27/WYz+29+hxh/wZJmN7v7mc/s9/m4REnZebM782R2PpNdx/d9f7wgZWekXFkq+QKAhog5UkdUerRN6klIzrjn++fuBD0WgFb3nxVS7PrM3P+sSUh96bkaAUAj5MrS6H+lsYJ0bUaK3CnN/YLYAGi0juh...
0
math
kindergarten
subtraction-sentences-up-to-5-which-model-matches
true
false
Which picture shows 5 − 2 = 3?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAABKCAYAAAAi2W96AAAKHElEQVR4nO2dW2wU1xmAv9n7+oovGIMhDlDHxW5iriZEQnHSFLVN2iqAkCyaQBXx0kqRWtQ2pVIlXlKlUkJeqvLU0kQ0UhsnQEVpUqlxWhqIiWwHEwhejI2ziY2Nr3vzei/Th2XXXry73vHO3obzPXnmnDnn/Dqfz5w5c1lJlmV5eBZuuMERAL+MQJBzGCQo1kNdAawwgTTsleWO6Ww3SyBInu0lYLC5QxsrTVBfGLJaIMg1HAG47oKhWeh1g27aH0oQ0gpymWJ...
2
math
grade-8
identify-similar-triangles
false
true
Are these shapes similar?
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"
[ "yes", "no" ]
null
0
math
grade-8
rotational-symmetry-amount-of-rotation
false
true
This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same?
"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"
[ "1\n7\n of a full turn", "1\n5\n of a full turn", "1\n6\n of a full turn", "1\n4\n of a full turn" ]
null
3
science
grade-6
identify-ecosystems
true
false
Select the temperate deciduous forest ecosystem. This ecosystem has: hot summers and cool winters a medium amount of rain soil that is rich in nutrients This ecosystem has: warm, wet summers and cold, wet winters soil that is rich in nutrients only a few types of trees This ecosystem has: year-round rain and warm temperatures soil that is poor in nutrients many different types of organisms
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACtCAYAAAD2xRSHAAEAAElEQVR4nOz9eaxs2VnfjX/WWnveu+Y68z137O7b3e5u027bGGMwEINJyKuEBBkQxBBAoERKUBISoSAFZVCw5OQVPwgRSUhIgJ8TkCXC700IYIwxNm663bR7ck/3dt/xzKfmPQ9r/f6o65t0IBCiN24U6iMdHVXtodbeVevU9zzreb6P+OzMmMshtBQrVqxYsWLFihUrVvxvYdHAKwmIeW3MSniuWLFixYoVK1as+N/NogFhjDFv9kBWrFixYsWKFStW/MnA+m8...
0
math
precalculus
solve-a-triangle
false
true
In solving this triangle, which law must you use first?
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"
[ "Law of Cosines", "Law of Sines" ]
null
1
science
grade-4
predict-temperature-changes
true
true
Two identical blocks are heated to different temperatures. The blocks are placed so that they touch each other. Heat can flow from one block to another but cannot escape from the blocks. Later, the temperature of each block is measured again. Which pair of temperatures is possible?
"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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAAiAAAAC4CAYAAADaI1cbAAAmp0lEQVR4nO3deZhcZZ0v8O85tVf1nt7SeyfpdPYEIsQETAiQKMSwiIo4oAI6zygPOt5Rh0fHcUbQq4j3PtcF7nhxUAEFVCBAAiQBsgcSsi9NOulO7/veXfupc+4fp6p6q3Q6SfU5p6q/n3/6SaW6+u163/r1t875nbcEAAqIiAAoioK2AHDOAwyGAInVgYjixCwAqSagwgnkWQEBDCBEFNbmV3BgQO9REFGyW5EGmPUeBBEZx1mP+nWmFah0qe9WiIjiYTAEnHE...
0
math
grade-7
mean-median-mode-and-range-find-the-missing-number
false
true
Edward has the following data: If the range is 10, which number could q be?
"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"
[ "10", "1" ]
null
0
math
grade-3
compare-fractions-using-number-lines
false
true
Which fraction is less?
"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"
[ "3/4", "2/4" ]
null
1
math
grade-6
front-side-and-top-view
true
true
If you look at this object from the top, what will you see?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA1AAAADyCAYAAABDJyRJAABJEElEQVR4nO3dfVzUddr3/xciUAqMSirkDbLJXgntFWMuguYNe5M3nac3p4B19sibE9zNX6Wgj1rbLRnW2uxq1aHyqvNSVsyzLKCNdc8UW9NJUxRNpmvF+qW/HGUVhNSBQQXk5vcHMulmijIwDL6f/xg0fL8HO/Z4zHs/x/c4vJqampoQERERERGX8PLycncJ0o66u7sAEREREZGupKmpibI6OHoBHA1Qr+MKj9bdCwK8IbwH9PcFL51AiYiIiIi4zuk6KKxydxX...
0
math
kindergarten
represent-numbers-with-shapes-up-to-5
true
false
Which group has 2 rectangles?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAAEcCAYAAAAV9AvgAAAEqUlEQVR4nO3dPY4UVxiG0a97fgIMhLYcOTLeABK7IWEdLIWE5SASQowTIg/pDIzEMK0iaCGReKLWU1bPOVGXKnmjR30ruZtlWZaLm5l/rmeudjO3ywAcxOlm5tHJzJ8PZn47n9lcfF2WN5drzwKO3bPHM6cfrvcPv5/P/PXLvkYAh3C1m3n/Zebfm5m/r2e2l7f7F2IDHNqjk31bZmY+72a2u59eABzaj7Z8W2a2604B7hPBATKCA2QEB8gIDpARHCAjOEBGcIC...
0
science
grade-3
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACwMklEQVR4nOz92Y9lWZbeif323mc+d7Rrs7l7uMeYmZFTZSqLRbJEVjcJClKrqRYECBIEQhIgQY8C9D/oQQ960VMLDb2o0Q/sBkG0ukGiW01QJKtYc2ZVVlZmzD67zXc+89l762Gfe908MiIrqzKClVVtCzCY2R3PNTvr7LW/9X3fEr+/sPadFPqK27iN2/gLxErD+xmc1jD24NdH7nZ5m1i3cRu/WPQVvJO6n9f65e3yNrFu4zZ+8djkUWNf3ib/cg7lNm7jr3/...
0
math
grade-2
read-a-calendar-ii
false
true
What date is 2 weeks before October 29?
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"
[ "October 27", "October 15" ]
null
1
math
grade-4
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "isosceles but not equilateral", "scalene", "equilateral" ]
null
1
math
grade-1
compare-objects-length-and-height
true
false
Which candle is the shortest?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIYAAADbCAYAAACoaem4AAARjklEQVR4nO3cfWzcd33A8fc9+86+O8eOn31O0iRNazu0DUpLLn1YlQ5wJ6AV0KINSidYJ21oiAmmbRJiAmlogvGwMcbSdUhb2SgwkNqNFMrDSvGlD7SF5pzWpGkTnxM7foh9z3e/x/3x851z8bdJHLs+t/68pNPvnn6/+9r3vp+/9zvbLtu27UkNXi5A1gTDRmxAXheEPbAzBB1+cE2WbfvpTL2HJdaTGyLgPVZwLnT5YVejU43YeLImjOZhQoPfFsCdMZwbJIq...
1
math
kindergarten
cones
true
false
Which shape is a cone?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAS+UlEQVR4nO3de3hU9Z3H8fdkJjOTyW1yIwkJhISE3FSgFgW5yUUwERR8WnGrRTRWKq1Wn/XZLbtrt152q8+2z1L79LGXpyhr6RZBLmpB0FhuTw0UXILhmpgbIRcgFybXmSTM/jGZMZMEzIRJzpyZ7+svcjLnnG/IJ7/5nTnfc47Gbrfb621Q1gGtvdBjRwifo9NAuBYyTBCvB0291W4/alG6LCGG784I0JV2OL5I1ENmqCPVQvia1l441w51NjjfAUGWHsc3JLT...
0
math
pre-k
count-on-ten-frames-up-to-10
false
true
How many dots are on the frame?
"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"
[ "8", "1", "7", "2" ]
null
3
science
grade-3
identify-minerals-using-properties
true
false
Select the one substance that is not a mineral.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAANcAAAEGCAYAAAD2aACLAACZU0lEQVR4nOz92ZNl2ZXeif3OfO658+xThMcckZEjkAkU0AUWqskqE1vNVlMykyj1gx7a9MZ/oZ/0l0gyo0l8kZrNJiWyiiyygEIVkJlIZGZkDBmTh89+5/nM5+hhn338RiJRVQ1EVGHwZRbmER7u16/fu9dea33rW99SPpym6e0ilDUu7MIu7JeweQyPlnASQF2H79XE59ULx7qwC/vVrKzB7aL4+yI+/7x64VgXdmG/ukk/CtPzz6l/P0/lwi7st98unOvCLuw...
2
science
grade-8
use-punnett-squares-to-calculate-probabilities-of-offspring-types
false
true
In a group of rabbits, some individuals have black fur and others have brown fur. In this group, the gene for the fur color trait has two alleles. The allele for black fur (F) is dominant over the allele for brown fur (f). This Punnett square shows a cross between two rabbits. What is the probability that a rabbit produced by this cross will have brown fur?
"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"
[ "4/4", "2/4", "1/4", "0/4" ]
null
3
math
algebra-1
factor-quadratics-using-algebra-tiles
true
false
Which area model represents the factorization $6 x^{2}+15 x+9=(2 x+3)(3 x+3) ?$
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAR0AAAFyCAYAAADIyA70AAAbUUlEQVR4nO3de3BU9f3/8Vf2Ei4bkmACudJgALlTElQ6qbVUYUCt7VDtH3aszLROx463dsaOtdSZ1nb0r9rb2Bmmlc60wzAqaC+Cl5gOhhbaL7hAlAQEUtIkJMLyC0kTYkj2nN8fMZFEyGXP2c92z3k+/oGckH1/5jXsa885m+STYdu23X5JOnlR+m9cGrAFAK4JZUgzgtKC6VJBppTR3mfb/9eV6mUB8IPV2VLoxMXBD4oypYWRwUYCALf8Ny4d75HaLknvX5Q...
0
math
kindergarten
count-sides
true
false
Which shape has 4 sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHyklEQVR4nO2c0UsbWRSHf5NMYpuq2YewywqCUHfFgoIKpqbiH29trCkqKFSyTUEQbBfy0BhNa5w4+zB2G2VyM3OTzJ1z7vleihXJcfJlvHO/SRzf9/2vXaDRAdo9wPMhCCPjOsBMFvirAPyRB5yvt75fuzI9lsCZ8izgfuoEX/yZB5ZeBBYKwqi0e0D9BvjSBf7pAJkrL/iGSCaMk5ls4BQAXPeATK/vG4IwTn46decDGbOjCLYgogmJIKIJiSCiCYkgogmJIKI...
0
math
algebra-1
identify-functions
false
true
Look at this table: Is this relation a function?
"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"
[ "no", "yes" ]
null
0
math
kindergarten
one-less-with-pictures-up-to-10
true
true
Count the bears in this group. Which group has one less than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA7sAAAB+CAYAAADlVwZsAAB4GElEQVR4nO39d5Qc133gfX9vde6e7p6ccwAmIOfICJAUk0RSOTv72VeS19K+Zy1pd1/7WJa9fo61a1t+Hse1ZVmSJUuiLZESA0iCyBjkMAHA5JxnOue67x816JkhBgRIIsyA93MODma6q6uqq/r23N/93SAAiaIoiqIoiqIot8QbYwmOTCYBEEhA3N0TUpT3DYlEgIRduWbMd/t0FEVRFEVRFOVecnQyOS+8VYGuotw5wihxAg5PJlWwqyiKoiiKoii30tVcbr1...
0
math
grade-3
read-a-calendar
false
true
What date is 2 days after July 13?
"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"
[ "July 15", "July 14" ]
null
0
math
pre-k
count-corners
true
false
Which shape has 3 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAACcklEQVR4nO3UO25UQRBA0ZqxxwHfDMQCgJSM/bAwFkREyifHpLaxhPHoETwhkTO6Iw3nRN1qqVTBVW+WZVku72a+3s5c72ful4F/dr6ZeXw28/LBzPOLmc3lz2X5cHXstThlb5/MnH+5XS8vLmZeP1wrhH91vZ/59GPm293M59uZ7dX9+iAyDunx2drUzMzNfma7/+sBDulPU7+Wme1xV+F/ITQSQiMhNBJCIyE0EkIjITQSQiMhNBJCIyE0EkIjITQSQiNxfui...
1
math
kindergarten
count-money-pennies-through-dimes
false
true
How much money is there?
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"
[ "4¢", "1¢", "2¢" ]
null
2
math
grade-2
compare-sides-and-vertices
true
false
Which shape has fewer sides?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAKfElEQVR4nO3dS0xc1x3H8d88GJ7DAAOG+BEYcLB5OVaCbTBWVlZ2tpRVpNQLdxOliRTVipqX1CyySJNUliVLaVNv6oUTKVKlSLa6aJpNVBsIxS3haRvDGGpiMMNjGGA8MDO3i5khEUktF3Puufc/v8/GsZzM+Sv6ZnLnXM4dh2EYxvQacHsViCSAuAEi23I7AK8LeKoAqPQAjumYYfQs6R6LaPsdKQbco6up3zzhAfYVpuonsqtIAri5AtxbA26tAs6leOoPGDd...
1
math
grade-5
classify-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "scalene", "isosceles but not equilateral" ]
null
2
engineer
grade-8
laboratory-safety-equipment
true
false
Select the apron.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAPoAAAD6CAYAAACI7Fo9AAAj10lEQVR4nO3de3RU1b0H8O8+58wzyeQJMchLeSgPUQQReSllWbUIKtIqWgqoQG3rbe3qtUv0uupSW6u916vXe1V8VOSKWK+x+FgIBUVtAJGgIKIIASKEQCCPyWTec865f0yI89gzcybnTCaZ+X3+IzOzZzPJd/Y+++wHQAghhBBCCCGEEEIIIYQQQgjRiGW7Ar3FyXPOqRRCoUeyXQ9iHEWS7qs8fPhktuvRG0jZrkBvIQQCxUwQbs92PYhxBL//cQAUdABCtit...
1
math
kindergarten
cylinders
true
false
Which shape is a cylinder?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAQL0lEQVR4nO3df3CT933A8bdkSZaEbMvINvhXwMY2ZINhfpQsIQFaky7bwgLZXVh6u6XZdZdL7nrLkl5v7S2X9bbLrblu17V3TbuuW3LLpaW3S0ggyZrFTUICNIQfZpDin2BjG8tYsiVZ1m9L+0OWkLAI4ADP87U/r3+MHj+2P7bffvT1o0fGkEqlUu4Y9IZgchoSKYTQHZMBSoqg2Q5LLGBwR1OpIwGtxxLi2t1RCqaeUPpGtQVWLkpXLYTeTE5D1xSMxKA7BMZ...
0
math
grade-7
nets-of-three-dimensional-figures
true
true
Which figure will this net make?
"iVBORw0KGgoAAAANSUhEUgAAAM0AAACmCAYAAAB5jwvwAAAOOUlEQVR4nO3df1RT990H8HdCCpXBY02H/QVbG0tBHxmWUiniM+CM2nAK9Tw7Qk+fM4p0s7G6M0RhYihzFUQ9orRuWLK1Q8UzT4HT1VqPPNYf0EFZHHWmtC6WGrtK1wltLIVRsTHZHyuZSFQu3tx7k7xff+JN7ifC+9x78/18v1+Vy+VygYgmTC13AUS+RiN3AWJQqVRyl0AT9Nxzz2HhwoWIj4+Xu5RJU/n67RkD45sMBgOqqqqg1WrlLkUwvwnNppXnZa6Ermf11mkAgKlhd2Fg6BNotVpUVlbCYDBArfadJwXfqZT8RnHBMaTPXYmBgSEsW7YMCQkJMJvNcpc1YQwNSS74plDo55djVb4ZMXdnwGKxIDk5GU8++SR6e3vlLu+6GBqSza233I2nftiEp/63Cd+edi8aGhoQExODyspKjIyMyF3eVfGZhhThktOBjuN1OGzejAsjX0Kn06G2thZ6vV7u0sbhlYYUIUitwfcTf4qSgi4kzHwcNtsZZGZmIjMzEzabTe7yxmBoSFHCQiPweGYdlj9xEFG3J6KlpQWzZs1CWVkZBgcH5S4PAENDCvWdOxKx/ImDyHmkFsGaqaiqqkJ0dDR27NgBuZ8oGBpSLJVKhcT//j+UFHRhfsIz6O/7HAUFBUhOTobFYpGtLoaGJGNqzIKpMVvw60KCw5GdVoWi/A7oIlNgNpuRkJCApUuXwm63e6HSa2NoSDK23g7Yetsn/frp2vtgyH0D+Qv34Jbw78JkMiE6OhovvvgiHA6HiJVeG0NDPmfWDD1W5XdiwbwyDA1ewLJlyxAXF4e2tjZJzs/QkE/SaELwg4eKUbz4GOKiF8JqtSItLQ05OTle7ypgaEgyusgU6CJTRH3PqeF34UfZO2DIeQMR2vvQ3Nzs9a4CdgSQ37jkdOBY904c7FiP4QvnMWPGDNTU1CA7W/iXD9fCKw35jSC1BsnxP0ZJwTtI+l4BbLYzeOyxx5CWlgar1SraeRga8juhU6bhhxlb8bMftSHq9kS0tbUhLi4ORUVFonQVMDTkt+6MmO3uKrg5eBqef/55UboKGBrya6NdBT9/6h2kz12Jzz477+4qmOzEN4aGJLN66zT3lGephQSHj5n4Zjab3RPf+vr6BL0XQ0MB5fKJb9P+67toaGjAvffeiy1btky4q4ChoYAUc08GVuX/CQvmleHCVw4UFxdPuKuAoaGANdpVUFLwZyTMfBxW6yl3V8G1Jr4xNCSZjOTVyEheLXcZ40wNv8s98e2OiNlobm52T3wbHh4edzw7Aogu43Q5YX633t1VEBUVherqauTm5rqPYWiIPBj+6jxaOipgfrceAHDkyBGkp6cD4O0ZkWB+sQA6kViudns2epUBGBqS0Omz7VBBBV2UuNMDxPLxp1149VARPu1/DyEhITAajSgrK0NoaOiY4xgaksxvmv7doq+058+BwU/Q0l6B439tBODCokWLsGnTJuh0Oo/HMzQUsByOEbR1/QpHj23F146vEBsbi7q6OqSmpl7zdQwNBaRTZw7htSMlsA98hPDwcGxYW43CwkJoNNePBENDAeXzLz7C3iMlOPXRIahUKuTl5aG6uhrTp0+f8HswNCSZp3P2yXbukYuDOHrsebz1zq9x6dJFJCUl4YUXXkBSUpLg92JoSDIzouZLfk6Xy4V3Tu7BgT/+EkPD/bjtttuwceNG5OfnT3rrSYaG/Nbf+9/Dq28W4ew/uqDRaLBixQqsW7cO4eHhN/S+DA35ndEWmGPdO+FyOZGamoq6ujrExsaK8v4MDfkNqZZwYmhIMt7sCLCd7cCrh1ei3/4BQkNDUVFRgZKSEoSEhIh+LoaGJOONjoCBwU+wr7UM3T17AQCLFi1CTU0NIiMjRTvHlRga8kmjo/mtf67Bxa+HJzyaLwaGhnzOydMt2NdqhH3gDLRaLSorq7FkyZIJjeaLgaEhn9Fn/wB/OLQStt4OqNVqGAwGVFVVQavVSloHQ0OSmWxHwMjFQRx8ewPe/stv4XQ5kJSUBJPJhPj4eJErnBiGhiQjtCNgdDS/pf05DP6zT5TRfDEwNKRIH3/ahdePrsHZf3S5J4SVlpbe8Gi+GBgaUpSh4X7sbyt3TwjT6/Wora296oQwOTA0pAiXnA50HK/DYfNmXBj5EjqdDrW1tdDr9XKXNg5DQ5J5s3MjVFCNWzDw1JlD2NdmRL+9x+uj+WJgaEgyhzo3AYA7NJ4mhFVVVXl1NF8MDA1J7uLXwzhi3uKeEBYfHw+TyTSpCWFyYGhIctX1czEw9Mk3o/mVMBgMUKt9Z91Kn16W1mKxYM6cOR7/zVNT4JudG923CKOeztk3bvzA03EZyavxcHLpmJ+dPtvubkIcpYtMgSH3jXHnvnIzo6sdZ2rMgq2347qfxdNxYn8WT8fd6GcZJddovhh88kpz7tw5lJWV4eWXX5a7FJqEEydOyDaaLwafutIMDw9j27ZtWL++CkNDg4iYFo3+8z0AlLcAHY03eoXyoT85j3ziRtLlcqGhoQExMTFYs2YNnJc0yE7bgKL8t+UujQKQ4m/PzGYzCgsLYTaboVZpMG/OEjycvAahU+TZ8JRIsaGx2WwoLy/Hnj174HK5EHN3BrLS1mO69r4xxylxZy3yb4oLzeDgICoqKrBt2zaMjIzgjojZyJy/FjH3ZHg83tO3O0TepJjQOJ1OvPTSSygvL0dfXx++NeXbeDRjIx6MexJqlU88elGAUERoWlpaUFpaCovFgqCgYKQm/gw/eKgYIcHyt4ETXUnW0FitVhQVFaGlpQWACnNiF2HBvDLcesvdcpZFdE2yhMZut2Pt2rWoq6uDw+FA1O2JeCx9A75zR6Lg91L67lrkfyQNjcPhQG1tLdatWwe73Y6pYXdCP/8XuH9m7qSnryp1dy3yX5KFZv/+/SguLobVakVIcBj083+BlPsNCL4p9PovJlIQr4fGYrGgsLAQbW1tUKnUeHB2HvTzyxEWGuHtUxN5hddC09fXB6PRiPr6ejidTugiU5CdvhF3Rsz21imJJCF6aDw1VT6aWoGZukfEPhUAPsuQ9EQLjcvlwu7du2E0GtHb24vQKdOQnbYByXN+giC1IoaDiEQhyl8zmyopkNxQaCbaVEnkTyYVGqFNlUT+RFBolNhUaWrMAqCCIVe+7bYpsEw4NEptqrzawg1E3nLd0LCpkmisq4ZGzKZKIn8yLjTeaKr0Jl0ku5tJWmOWcLqyqTJ97ko2VZJo/GUJJ/eV5ujRo8jKygIAPDg7D4+kPIvwb02XrTAipfL4PbFarUGQ+iapayHyCe7QpKen45VXXkFUVBTM79Zjc/0D6LS8DKfLKWd9RIoz5kqTm5sLq9UKo9GIS65hvHa4GNt2p+LjT7vkqo9Ica66lrPNZsPy5cvd4zMJM3Ohn1+OqeF3SVzitY0+XHKKgPL5yxcBV+190el0OHDgAA4cOIDY2Bgc/+sr2Fz/IA7/qRoOx4iUNRIpynUbxvR6Pbq7u1FdXY2bp2hw8O312LLzIZw6c0iK+ogUZ0JdlhqNBqtWrcKHH36IvLw8nP/yb/jdH3Lwu1dz8PkXH3m5RCJlmdT+NJdPOgsKCsb3H/gp0ueukKV58/TZdgAYtwMYKY+/PNNMelMnl8uFnTt3orS0FOfOnUNYaAQy/+eXeGDWE4pstyH5+UtoJj0JRqVSYfHixejp6cGKFStw4eJ5NP3/ctTuWYC/978nZo1EiiLa9oFWqxVLly51r282Ny4f+pRyrhNAbgF/pblSbGwsWltb8frrr0Onu2dMV8Elp0Os0xDJTvQ5ytnZ2Xj//fdRUVEBqEfw2uFi1OxKge2sd2ZYetrym8ibvLq7c29vL4qKitDc3AwAiIteiOy09aJ2FbAjwHfw9mwCIiMj0dTUhNbWVsTGxqK7Zy+qd8xlVwH5NEmWkElNTUV3dze2b9+OsPCbv+kqSMbJ0y1SnJ5IVJKtu6TRaPDMM8+gp6cHBoMBXwz+DTv3PgFTYxb67B9IVQbRDfPqM821WCwWGAyG/yxle/8SLJi3RvYloch7+Exzg+Lj49HZ2Yn6+npETL8V7cdfxOb6RHS9/3uf/08l/ybrXuOXdxUYjUZcdAy4uwo48Y2USrbbM088TXx7NLWCu6b5Cd6eecHlE990unu+mfiWiLe6fs2uAlIMRYVmlF6vx8mTJ1FRUQF1kAP73ypHza55HrsKTI1ZMDVmy1AlBSpFhgYAQkJC8Oyzz+LUqVPIy8vDZ+c/hKkpC7v3LR4z8c3W2wFbb7t8hVLAUWxoRkVGRmLXrl3o7OxEfHw8unv2YsvOJLS0V+Di18Nyl0cBSPGhGZWUlITjx49j+/btmDo1DEePbUV1/Vy5y6IApKhvzybKbrfDaDTCZDIBAMJCIzA03D/mGE8NnJ46op/O2TduqrSn4zKSV+Ph5NIxPzt9th2/aRr7PKWLTIEh941x5x795uh6x5kas8btuePps3g6TuzP4um4G/0sAL89k4VWq0VdXR1OnDgBAOMCQ+RNPnmludzoegScGqB8HKchClAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFADA2RQAwNkUAMDZFAKpfL5ZK7iBuhUqnkLoEE8vE/Od+/0vj6LyDQ+MPvSyN3AWLwh18E+Q6fv9IQSe1frHmvzfUhyjQAAAAASUVORK5CYII="
null
[ "iVBORw0KGgoAAAANSUhEUgAAAUkAAACmCAYAAABX731LAAAgJUlEQVR4nO3deVTU9f7H8ecAiqKIkksWpJELKoqJiqhXsIiwxLKrdi3X0NC6N9FcCjUp3DVcSoJCwaXcOl6XLC5qYj8UcGURAkeRK5g7iygKAvP7g+Bq0CQwK7wf53Q4R2e+3/c0w8vPd76fz/ujUKlUKoQQj02hUOi7BKFDJvouQAghDJmZvgvQBPmX3Xh8+umnvPbaazg6Ouq7FCEei8LYL7clII2Tj48PixcvxtraWt+lVJt85uqXOhOSy2bk6LkS8VfmBLY...
0
math
kindergarten
rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAEsUlEQVR4nO3cP29bVRjH8Z+dP0PbwAbiBVBmpkp9MbyhSlVQW1EVgaioVJAKS1lggSlDh0xdmoLUJYrtNA7YtZXY95zDcCkq0qVJ43ufc8+5388Uy4n9DF/lme7TCyGEwUL6fS5NnVQEAStb70lba9LHl6QPN6Xe4DSEJ5PYYyFn196T1p/PyxcfbUqfXC4rBFY1ddKzmXSwkPbmUn9SlG8QGeq0tVY2JUmvnNR3b7wB1Ol1U8sg9eOOgq4gNJggNJggNJggNJg...
1
math
kindergarten
select-two-dimensional-shapes
true
false
Which shape is a circle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACbCAYAAACao4KyAAAChklEQVR4nO3VO24VWRRA0fOePy3x68yoA8JuhsBIPEpmwgz4ZARtCG2wZOOnIiiQyLF2SWatqK5ucE6wVXe3LMtycTvz4Xrm6jBztwz8tuPdzNOjmX8fzTw/ndld3CzLm8ut1+Ihe/Vs5vj99Xr453Tm5eO1QvhdV4eZt19n/r+deXc9s7+8Wy9Exn16erQ2NTPz5TCzP/xyAffpZ1Pflpn9tqvwpxAaCaGREBoJoZEQGgmhkRAaCaGREBoJoZE43mLo69eftxj...
2
science
grade-3
predict-heat-flow
true
false
Two solid blocks are heated to the temperatures shown. The blocks are placed so they touch. Which diagram shows the direction heat will flow?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAARwAAADWCAYAAAAD8D2GAAAYzklEQVR4nO3d23MU54EF8NPd03PVHY1uRncQIEcgmQAOV5u1SS3YJmvsJLu216naddWmKo9bW7sP+7j7F+zLlqu2klRu641x4jjEdggywlwC2AgRG4QBIVkaXUcjjTT36e59aCQxzAhGaNTTM3N+VamgljTzydKc6T7d/X2CpmnaWBS4FQTmFCCugYgoIywCUCwBG51AtRUQxiKadtGf7WERUb7bVQJYvgrqH9RagU0uPY2IiDJhTgH6A8BoFLgZBER/XP8Ew4a...
0
math
pre-k
cylinders
true
false
Which shape is a cylinder?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK4AAACuCAYAAACvDDbuAAAP/ElEQVR4nO3dyY8c133A8W/tvc5KcjiUyBEJS7SEWIgkJpIDhZdIQAzZgYOcdcrBudq3/AFBDgGScw45xTAQAfJBthwByYkGYkahKFgKSFNUKA1pcWY4w9l6qa7tvRxqutk9Czdwqvs1f58LyWKzq7rn269eVVc3La21Xo7hyzY0Mkg1Qowc14K6A89XYM4HaznS+uPtYW+WEA/v9Qlwr7fzP8z7cLaaVy3EqGlkcK0FSzF80QZ7O83/QqIVo6zu5I0CNDOws76...
0
math
kindergarten
curved-parts
true
false
Which shape has a curved part?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJwAAACcCAYAAACKuMJNAAACiklEQVR4nO3dO25UWRRA0VNllwN+nTViAEBKxnx6YAyIqFOazjGpbSz5U3odPCF1bJV3CbxW9J6urnSCrZPezbIsy/ntzL/XM5f7mftl4GBONzMvT2bePpt5fTazOb9Zls8Xxx6Lp+Djq5nTr9frz5uzmffP1xrhUC73M19+zHy7nfnnemZ7cb8eiI3H8PJkbWtm5mo/s93/7wAew8+27paZ7XFH4akRHCnBkRIcKcGREhwpwZESHKnTh1z66++7Q8/BzHz6sDv...
1
math
kindergarten
count-corners
true
false
Which shape has 3 corners?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAGT0lEQVR4nO2dS08bZxSGX3NbpEm760VZ97Lpmj/T39cEBSkbuonUDbsYkBIRlKZUiEUCVIIFOEYO2EwWn2go2Nhjz3e+c3kfyRL2zMQj9OB4zrznO62qqqqjC+Cfc6AzAPoVCJmZhRbwaB748QHw3RLQOvpUVe2z0qdFPLP8NbCwe56e/LAE/PxVspCQWekMgHdd4PAC+PscmDvrpw2UjDTJo/nkFAB8HABzgxsbCGmSa6cuK2Cu7KmQKFA0IgJFIyJQNCICRSM...
0
math
algebra-2
factor-quadratics-using-algebra-tiles
true
false
Which area model represents the factorization $2 x^{2}+7 x+6=(2 x+3)(x+2) ?$
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAR0AAACrCAYAAABbjkinAAANg0lEQVR4nO3dbWxUVR4G8GfudFpgStvYllKgtJ3yIl3AQu0aixuFiGQBYwKYaHbXlcRoNmyyjQkmZvmkG40k60uyQWQjrpsVVl12idgKFF9Q0CBkhrChXSxUKi1T2mlhCjOlM/dlPwwdywCtpfee07n3+X0xvWj+xyfMM+fetnNchmEYnTHgdBS4rAGqASIi02S4gMluYPYkoCgTcHUOGMa3fbKXRUROcE8OkNESTXxRnAnM9SYaiYjILJc14FQECMaA76KA0qc...
2
math
grade-4
fractions-of-a-whole-word-problems
true
false
Mackenzie is eating meat loaf for dinner. Meat loaf is not Mackenzie's favorite food, but she is really hungry! Fortunately, she has lots of ketchup. She cuts her serving of meat loaf into 8 equal pieces. Mackenzie pours ketchup all over 3 pieces. Which model represents the fraction of the serving of meat loaf that Mackenzie pours ketchup over?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAVEAAABKCAYAAAACEGeuAAACNUlEQVR4nO3XsVITURiG4X9DoEDQxtGxZtRLoLXSyooL4Nq4ABqttLLmDhCpxdGKADMgmWOxwwyFAuGThOjzNMnO7pnzp3lztmuttYOzqi8nVaNx1XkrAP5g2FWtLlQ9X656ulTVHZy2tnM467EA5s/6w6rh3kl/8Wyp6uWDvrAA/N5oXLV7XPX1rOrzSdXg8Ly/IaAA11td6HtZVXU0rhqML90A4HoXvfzZqgazHQVgvokoQEBEAQIiChAQUYCAiAIERBQgMJx...
2
math
grade-2
greatest-and-least-word-problems-up-to-1000
false
true
A farmer recalled how many watermelons were harvested in the past 4 days. On which day were the fewest watermelons harvested?
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"
[ "Sunday", "Tuesday", "Saturday", "Monday" ]
null
1
math
precalculus
find-limits-at-vertical-asymptotes-using-graphs
false
true
The graph shows f(x). The dashed lines are vertical asymptotes.
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"
[ "$\\lim _{x \\rightarrow 6^{-}} f(x)=\\infty$", "$\\lim _{x \\rightarrow 6^{-}} f(x)=-\\infty$" ]
null
0
math
grade-5
parallel-sides-in-quadrilaterals
false
true
How many pairs of opposite sides are parallel?
"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"
[ "1 pair", "2 pairs", "no pairs" ]
null
1
math
kindergarten
am-or-pm
false
true
Rick is riding his bike in the afternoon. His watch shows: What time is it?
"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"
[ "4:00 A.M.", "4:00 P.M." ]
null
1
math
grade-1
times-of-everyday-events
true
false
Rosa is reading in the library after school. What time is it? Choose the more likely time.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJYAAAA2CAYAAAAlHWAMAAAKmUlEQVR4nO2de0xc1RbGvzMDwzgMTw9TKMWUFhheLaRCWypBMSCtUulDCBVpG/pIM00xIrGhaUSSRmOjNdWkaDSaGKNJE6harSlqbVqi2DaliaUtr1YjSClohAHkNXz3D+6c23FmoAycy413/5LJcNZea6+1J985++w9Q45EkrdHgbYhwGoDxgmBYMZ4SYCfFog2AAt0gHR7hLzQP99lCf5JrPIHvFqHJg/CdIDZd1J1AsFMsdqA5kGgaxRoGQI0/eOTDUJUgtn...
1
math
grade-8
apply-addition-subtraction-multiplication-and-division-rules
false
true
The number line shows an unknown number, p. Is 5 p positive or negative?
"iVBORw0KGgoAAAANSUhEUgAAAtgAAAApCAYAAAAPgl6QAAAGvElEQVR4nO3dT2iU+R3H8c8zmWfydzbOSlKU1Q1kXXaz2c26xjERu/XQU8Ut43qRghXcCors1R5sL4ogtIeCglJLQTC1l5FuioceCpNAzSRGmziYUtZmTFooozZqMmb+ZZ4expkY8kejs/PMk3m/DiHPMwl8mCckH375Pr/HsCzLEgA4SE9PjwzD0IEDB+yOghLhmgNwErfdAQBgtSYnJ+2OgBLjmgNwklcu2Ol0WsPDwwqHw2pubmYVAQCW8Dgjnb6X1shTS31TWX3iNdRSa+hkq6kOr2F3PABF0tPTowcPHmjHjh3atm2bTNO0OxLKyEsLdjqd1tDQkAYHB5VMJiVJs7Oz33kwAHCaP8Wy+lkkpSeZ+XOj05ZGpy19E0vqF61unWzlH4fAWjA7O6tEIqFQKKSBgQH5/X5t376dog1JKxTsdDqtmzdvanBwUIlEQpJUU1Mjv9+vzs7OkgUEACeIzlr6KpLS04xkSZIlGYZkWZIMySXp1L2M3nIb+vrdKnvDAnhjBw8eXNCT+vv7NTQ0VOhJFO3Ktqhgv6xY8wMDAIt9FUkXyrWh/IdcyZakrCSXIZ26l9YXzS611DIuAjiZaZrq7u5WZ2fngt7U19enwcFBRkcqXKFgU6wB4PX1T2VXfN2QlM1KTy2pbyqrllpWsYG1YLmiHQqFFA6HKdoVyshv03fp0iU9evTI7jwA4DjjDe/o91u+nF+9Xkb+9a7Ybf3oP32lCQfAdj6fT0eOHLE7BkrIlf+kurrazhwAAABrUl1dnd0RUGKFFWxGRAA4xdmzZyVJJ06csDnJvOq/5H5vrrSKbT2/8fG37aYObmREZDXK8ZoDL6JH4UWFGWyG9QHg9X3f51pxDttS7ibHBrf0uc+17NcBcBaKNZayaBcRhvUBYPUutZvqvJHUdGZ+az5DC7fpsyT9stVkBxFgDaBYYyXL7oP9YtEeHh7WwMBAoWjfunVLx44dK2VOAChrLbWGftfuKeyFnZffps+SdLLVzR7YwBpx8eJFxeNxSbn72Lq6uliARMFLHylmmmbhhyb/qHSPx1OKbADgKD9udukHn9fo1LdpjUxb6p/K6mOvoQ6vS1+/6+ZR6cAa4vF4lMlkKNZY0is/szdftLu6ur7LPADgaOvc0q8/4A8tsNax7R5W8soFGwDKxaZNm+RycaNgJeGaA3CSwjZ9AAAAAN4cywEAAABAEVGwAQAAgCKiYAMAAABFRMEGAAAAioiCDQAAABQR2/QBcIRUKqWxsTFFIhFFIhEFAgH5/X67Y6EEQqGQgsGgYrGYmpqatG/fPu3evdvuWACwLAo2AEe4evWqent7C8dzc3M2pkGphMNhnTt3Tnv27NHWrVt1+/ZtnT9/Xh6PRzt37rQ7HgAsiYINwBH279+vvXv3KhqN6syZM3bHQYkEg0G1t7fr0KFDkqSOjg5NTEzo2rVrFGwAZYsZbACOUFdXJ5/Pp/r6erujrCgUS8jzh3Ftvjahn//9f9oYvK8Peid142HS7miOk0qlND4+rra2tgXn29raFI1GlUzyngIoTxRsACiiO1MpSdJ/E3O6Mj6jTFb610xGP/1bTFmem7sq8XhclmWpoaFhwXmv1ytJmpmZsSMWALwUIyIAys7p06c1MjJSOL5w4YLWr19vY6JXd+dxrmB/9rZHf/3hRkVnMvr0+r8VjWcUeZLSJ+s8Nid0jmw2u+R5wzAkMYcPoHxRsAGUncOHD+vZs2eF48bGRhvTrM7o84L9kxav6qoMvf+WWXjtcWrpwggAWFso2ADKzoYNG+yO8FqylnT3Sa5gf+rLrVTHEvOrrN+rqbIll1O5XEtPMVpWbtamqor3E0B5YgYbAIrk25m0Zudy5a/DVy1JGniYkCQ1mi5t8ZrLfi8Wq6+vl2EYi2at88flfsMrgMpFwQaAIsnPXzdVu9TgNpTKSr/5xxNJ0hfv1Mll2JnOeTwej1paWnT37t0F58fGxrR582bV1NTYlAwAVkbBBoAiGX2+g8iDZFYf/XlSH/ZO6MbDpGqrDJ34aJ294RwqEAgoEono8uXLikQiunLlikZGRhQIBOyOBgDLYgYbAIrkTuEGxwb9czqt0amUPvN59Ktt6/U+4yGvpbu7W8ePH1cwGNT169fV1NSko0ePateuXXZHA4BlGVb+bhEAwBvZ8s2k7scz+uOuZgU2MR8MAJWKEREAKILpjKX78Ywk6cNG9roGgEpGwQaAIsg/wdF0Se8xDgIAFY2CDQBFcOdxUpK0xWvKzW4hAFDRmMEGAAAAiogVbAAAAKCIKNgAAABAEf0fNNR523GW75oAAAAASUVORK5CYII="
[ "negative", "positive" ]
null
0
math
grade-4
scalene-isosceles-and-equilateral-triangles
false
true
What kind of triangle is this?
"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"
[ "equilateral", "scalene", "isosceles but not equilateral" ]
null
1
math
grade-2
am-or-pm
false
true
After swim lessons, David waits for his father to pick him up. His watch shows: What time is it?
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"
[ "2:40 A.M.", "2:40 P.M." ]
null
1
science
grade-6
identify-earths-land-features-using-photographs
true
false
A volcano is an opening in the ground where gasses and melted rock can reach Earth's surface. Some volcanoes are shaped like cones, with tall, steep sides. Others are shaped like domes, with low, curving sides. Select the volcano.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAOEAAAC0CAYAAABi8Es+AAEAAElEQVR4nIT917M9WZbfh33W3pl53DU/U79y7acH6BkMeoYDjiFADklAACEpRAlBhChICgUUoZDe+L/oVQ960wMlBkUFKZICzZAgwaABoBkMxvT0tK+urvr5645Js/fWw1prZ55fNUIn6lf33nPyZG6zzHfZLf/BP/hRKVKQIogUBICClEIUgExGQIRSBAECEMjYxQCIFELx3+3NUuyPws97RRGETKAgAkJe3E+fI3YzQRDKP/NeEoAilHL+eSkFfcu+XSDZz5y...
2
math
grade-8
identify-alternate-interior-and-alternate-exterior-angles
false
true
\line{NP} and \line{QS} are parallel lines. Which angles are alternate interior angles?
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"
[ "\\angle{NOR} and \\angle{QRT}", "\\angle{NOR} and \\angle{SRO}", "\\angle{NOR} and \\angle{QRO}", "\\angle{NOR} and \\angle{POM}" ]
null
1
math
grade-4
transportation-schedules
false
true
Look at the following schedule: Kirk just missed the 11:15 A.M. bus at the college campus. How long does he have to wait until the next bus?
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"
[ "45 minutes", "15 minutes", "1 hour", "30 minutes" ]
null
0
math
grade-5
parts-of-a-circle
false
true
What is \line{EF}?
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"
[ "radius", "center", "chord" ]
null
2
science
grade-5
use-evidence-to-classify-animals
true
false
Marsupials are a group of animals with similar traits. The following traits can be used to identify marsupials: They have offspring that lives in the mother's pouch after birth. They have fur or hair. Observe the animals and read the descriptions. Select the one animal that has all of the marsupial traits listed above. Echidnas are covered in fur and spines. Their spines help protect them from predators. When an echidna is scared, it curls up into a ball! Echidnas lay eggs and feed their offspring milk. Young gray kangaroos are called joeys. Female gray kangaroos carry their joeys in their pouches after they are born. Gray kangaroos get their name from their gray fur.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAp8AAACmCAYAAACcAuREAAEAAElEQVR4nOy9ebglVXn9/3n33lVnuGP37Xmgm26abmiZEWgBUQERB0AEkYCaiAMa0IAah6jRaBRjFHA2Mc6JE0ZxCMZ5QmSSGRm76Xm+fed7TtUefn/sqtN9GaQ13/zMI7We5zx9+9w6VXWq6p6zar3vu5bcOBzC8i7o0VSoUKFChQoVKlSo8L+CUQf3joOM2BAq4lmhQoUKFSpUqFDhfxujDiSEEP7UO1KhQoUKFSpUqFDhiQGz53+ec+GphCzgXCCEgFKgE4M...
0
math
grade-5
angles-of-90-180-270-and-360-degrees
false
true
What is the measurement of this angle?
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[ "270°", "360°", "90°", "180°" ]
null
3
math
grade-6
rotational-symmetry-amount-of-rotation
false
true
This image has rotational symmetry. What is the smallest fraction of a full turn you need to rotate the image for it to look the same?
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OvzJbDjrcGTIODRq25LaiV+tFvyzu1a6xhr3Yi73aXmzTtgE5oFE0YpKrBZM8LXAZ665BSPxGCSqnJnuSzxr7RPUArQbwzZJFRNWJlQxTs1UPt8u9Q68MET9WAymm0OHvmC6JVsLAPg+D0ZNL4fn+F/FOblNJ4yhGv+zH27l38EL/i0jl0mBjOWeaBON+1b+otewObYIIj+qWYfTVQgtQQwORLKfpFBnY4x54shZaqkWF6paUv8fInCMjM1iXWY93cpugcfVHPPKs4e3cO3g58woG2FD2sylZ8vwCI8RV3kO5P0Anpq8G+nCN5NTOQAi4UKfAszduurH8iBc2MODvXwRANy3Ddm0H1mXWY680P77dHrkHL2fWY7e220BpnhMOhkZENBi1+4Ze6GwNEPgLNZJTGwOJBttPALh0fFWJEfH2UALKNCK6Tq9cX74Prw+8Ac3Cg4E5zmN99lX0adt0y5JEMhwI235CzxAMvePV/9rhV06vhRTLDaQjoJzGLB6EzlidBT1ntRYzEEQx6MQP3q7twIbsW7rzBDe5N3nI0wmBWXktH9y+a7t3+67t3ryWD0Jglpvcy9zkLnkum5mxIfum/puE6GACvlO6UL3AerklSRLuU9oUS/2wAAvGpSpUkQ30zwHREWCaA/BnDPUjxTHxLfEXzdZjJuG28BEkeR1K/LDsm3OUenN4yPPSgBz45pp31/zFSL+nN5/+Ka/w/ijL2Y+WaBMzfUfCWzqr2UA+L2fUu6fCYFIdaSR5KxPwkCS6n4k3utj1aqwnttFMLaa/QbLBzNUAPTi458FzYMwI8+8e9O6rZmsxG9KwACX+ZgzG69kNRY2DQJoLrvkP7XzoaKPGAQCPvvvoEw/ufPBot3BfKyAKhj7KcQ6vDbyh11SDx+Oab7Rfu/By1mjcLGLgbGJeISRWS5kvdfCqIkw3EJaVOI/RxuWvL68qIb3VtLe0N4O45BeQzm0pOiEXEJk88p9cvWt1pedceNWOVd8H4QwBUfBvtUfuQV++9HyEmb82F3M9FWqoCWr6+i0A6U+shkFEh5itxXQDIdI7Z16gDrPuT5/duF30rwDGFruvQcPmfOGRC4E0CTnr8V2PV70Q8fDOh9eAcHaxN8k7uU1gLjn38bcExtdkglslG8qtwMA0s0VYMUmvwJuUTR03WoLOuYOtud6i+xwCYsGjux417YjswzsfXiNIKIXuZTmLLdrW0g2wtWcozEEa8d0bjt9sFeYPsYDxZdch2my2DjMZPGdR+sz01iIPpYc8L1UxrCrKqp2rrneTu+Cv7Na8joEQn2G2HvMRlTwTpi9jmz/EArqA8lwBmDhltg4z0QL9R5baNe/n/qLuI1mZtSqoAOeQK+iztFf2o1+W2nOl6ZGWSMEYXXUDcbnhnrZSmdkCjGC6gcRTyRt6U9uCRJgH4F1jIqjXbB1mohGOK3V/Z35Xwesecr/z2LuP/a8logA8tvOxRzzkKfhLu1MrrOk93NqxFkgyDTL+I7uTQZd5U762eCpZ0RHvUljizbsCK3LowYpooP15hlgLndN1rEmdb9NeiMVHSm367ZbF4m+T5UeHieheMK4Zfn233I2SQ3KiIwA8ZJ2y6mDJO0C6OwR7IMTsRHf8b1bpsHQnPZbqegqEmF45hsuIQ5FtMLhkovsMFx7O5LW85Q/gAAYeKHRdz2OYmctebawlZCzq/3fjFhoHUANXE2ZaAaBkXg92c72H/C/ptZvlwnnuc5yzfPNTZEXBPvIorGkfBGqxRJBJMOs+E3mvz/djq3VYbiCJVGIrgJL+REITpb9NuyEqOUQstnP+7p53LT+34N7rLthHXtdJkss+olhLBAmdD0Ab1bfUHZbrsLqDIUruXLmgjYizCuUyAzPq+XPVdYggSULnRFjp3VCzsPyPNORi/aFSZXIuqtnR30pgcMkH3VXkz7hrzK6Jlgjaj/yYfME+3LrHcqkmD1ilCJZ6H2DaUAIma3VY3QFIztPrh/Lks1xHFQguvfnpRUPB65pXO9wSQftBHioYnM9T2qsXTBhniSCT0KD7TLhFFpYfArPUQKL+9pOJKaJXjqAV9XGym/mHzm9g4AP5O/bHJwobiIc9Z1kiaj/c5P5coeuNOs8XMY5BHR/DJZJG5kjftjoGmCUGos5UvdGAcgWTeBQGIgySSxxkhQ4zOGhP09nQOSDVJAqnOmHwxVZo2h8pZcGjzGNdur85kzoCyqnmKzIHIjrYQLExAngsHAzNU2eqlQRJ18V0A4kGlN9n+zIpBn4A/SQ5+7B8rF4JKlTBjLBeuXHuwvad5/yUWc2zCmaVMoMzxp5xah75goGrm4VeblRAgus2OSpLw89EMzHdlu0b6IkGwwvM1mGFs+KJKNNhkdl8L0wzyAYzYQx+npKMoTFoFIVflD7y3Q5rhjLkcXluK3SjUTRiTBE9w5r4tJ3pzUoiyn0meAIzLzZfhvlU4ldVd+H7o8HwAjCWGC3f4ir8g5dDbuaZB5+50DRhQ5w17qz2LGcLTtAnuYzvARLolnAg/DXThJkFl3+uiIHtZsuw4g3SU24dAkq6ctQSJaBMiwSV+5n5RpTxy+/3tMJTZLVaSrnszHFnlp9irAhnjD3j1Dzn44XuucmNSZ6yNsndBL4zEgj/qn1yez25n5T/TFD5z54eVri7l33QhYFDzdZRLov8i5qi/vASAawHo2yvUAGBoLuwB7mEFJLl7z8z7jOzq9U5Z9yc00nQagYX/O4me9qMhiYdBl/k1sQrkYByndVpzQwyo9wKxKU9NirB/CEW4fUKak238Zw0RYPKl71wv8rEHQAq3pPxe1oxRhRe8JKQDWA8cua4MxejsjkJnTXurHaNtYclZMF15SbRBL+7qiijTQC+15hvWD8YlNse1LZrW1DBwg0Tm34exPTJY6gtNNWj0WESmArCeQA+Z6QfF/ijS1KdRqNZmIISUE4UwM0APmFWmwM8gJcz65Hj4tmJ3eTekEd+3qM7H9WNQwsAs8fOPsXn8t1ebM4BGA77Uy5/lAILkt3JmsYsG0yDTX8wUDQP0H0MPCxIvmFFXkvr00APpj9eCZTeuSXGxbF08ldW6wGAxZMWB7wuEWfQV6H3FiW8JiS+mW/Ac5Slowl8G1A6tdxubTfWZ1/VC54AD3k2E9G9Axh4QGTFqwfvPbgXAHaM2dFCHjrCTe7PScgL87LwUu57EolwRMPhaBal9z4IeA4k527t2fHCpOD4TzDTHdAf3kpivsMDrWMw2oj1RPyh+SC6RafYRrjEefHN8eet1FKTndQhI1mt098N8VRykZU61Jmqd6BvYAENrv/rbxQALEjOXNrTtX7fBWWScqhw4RXopDzo07ZhQ/ZNXSOpFiLCDO90THTpxtEeILfrkNim2HsnEK/zhz6mERkN1rcTwBLvRN9ydZ2arVSvEaKB0J0MKrWytodddHxic6LM9H7lUxOPzviWrkcAFDzYsx8nWakh7A+fk+3LrCNwJ4wZBwC8ub9xAEBya/J1AK/pVZzomoAjGw6Hh6ybWnnIjSO8hxkxDgC8bn/jAIAl6c6XYHzVcRyA67N9mZcigdBny9VaDhKk9yzcWgvjAGro8syg/9YpcsL8Q+cXdmqqgnAgfFTUr6wm4t+i/NWySeo09X2T9kGXBjI0Ex4rxmKm78iirijV0CSaMNN3FJpdxmydQVNUqO9bh25vaW+GzmGwAhwG0APRgPJQuC1cSRbjkihTlfGk4/vGrPssmUbt0h9ITW8JrvGgPWNMS4CpTFXGh4PKzQR+gQmVBjluHhjIdOL/h4aU7cvEy8lF6CUvZvqOxCHeGWig6u3fTW582Du17Ak5Aa25QH8MQ59Fhep2u8UtQBFXZB0YOJMkvxj2h25Up6kHV9JGQZ15OhU6z2Ve5msWR61m3pxRv/IlJugFMbgtnkpW5fpwPs53HRqYMZdA3wNg1rHSlwl4loHjABQNIK0HMyOtbUFvvhd7S4bl+SD7UrC1eiZBVPe79grAfwfwcb1cgGXQy8Qdr/ds+MlKrKwq30MkoNwH4IulyjBoZiKVeLmafoxSuySeAeWnAC7VKZYRUvvo0i3LKgpFOhQV/CYAR1dSv5b0y37s1HZht9yNDA8gywPQho7uu+CCl7zwUQOaXc1oFs0GfavshQgvEGPB0lRybSX1laDyccF4Cnrnh4gWxnoSN1XSR7nUxEA6gu1HShbPwdDrnJ7qd2dOKyfb1GC+wPwy6PzyONSMXwt2L16aXvqm0QrKVGW8yOIv0FlCH2KTN+ubqW5TLQ8XZbmBKH5lhiCsRlkTZH6cXeL8xOZEyaAHi/yLmrxwh0G4FlXsgDtYQgaMG7LIJ65PX18yhE+oLTTVpeG3IDrWaONMeFTLyS909XYZCk5YKZYaSDSofJkZP4LxZdX3ICAlidWc1H45/A+8yL+oySNcl5Ck60CYbJrg8niSmX8ngHUE2iOJ2xh0IgHnw4IgyoZgbIbAfQQ8TRJpFmhmxkcBPg+g4+3SxIKXNOQb71a3qu+Lf6ZOWTghm2+4HEAYOhvJRdgIKS8f2kawBEsNJBJQ1gE4qspm9gL8JAFvAYAETafBPRNbwtYQ8JwELUykEgVdIeYfOr+heXfTVRhMd2b++m5hdhLTt7em+360AisKhlAa2qz9PqpYZKiSfgDPEvCmBLwEmg7w8agyuicDLyVSScvmnFYbiJGJ+YiAgS0g6mjoabhDhVoyEB4ARKdEJyOfX8Kgf4dFIV4BZAG6A5K+G98S1w32rEJ15wKZuQx8D3V6irNcGLg3kUpeZFX7lhpIuC18Hkmu2aaORWQBLNcGeEnn9s6d5VYenIPRAoC/gsqGEYXoA/AzEq6bY92xd8qtrE5ZOGFAa/gOMa6AdcZbE4hxUSydvNey9q1qGAAWTlnY2Jhv2IISmZnqnN+zi64xw61h4ZSFjWPyDZ+ThM8T43SUmcuCgBSAR6Sg3+wes/shM1LWhQPhowTzjVVspNpNv1fztQ6f25iJ9d68fuV2kPXxi0xmvSRck+xJrrKofepoaz+MNXGsJD6ciD4E5glMdBAAEPMuYvQx0TsEvKJpeG7IB8wSwv7w54j4BgCHWdWHFTDj7kQ6eYmVfVhuICpUd86/94Sce/C0lyvvOl4Q/wcDZ1rddwVsB/N3e9Pbf1hssjtaUWeq3mxfZj6A62DeUNBEaBtB/kSy+BMR7SHWDvK4Gh9Ru9XCWVPN6tXKxksRDoT+g0A/sFPDfmgAfuwVuevU7hvqOpmP1aj+Ra05uJYy0ddRN/F7+XGvyF9gx3dj68MZDoRuINAHkr/UFn4c0rUgviVu9FzEAYHSphwnJG4EYHdwuX94Nd/HrZxnlMJWA1GnqQdnM5ke2LILzm8S0eJYT/LXte975BANKOfzYN7JabYIYP5SPN35n7b0DZtfoUP5HZ6qcbe7mTnq9TUe5RiHPrFUcmW/e+AoJr4OxrI+mYnmdTX+rsZ9vg/bx/+RQOjXAH2hBl0xgLvyeRnu6u3qrkF/o47olOhkzmlJEL6M2jw7W+OpZFVhWqqlDgwk/CTAlh63BfAkM12dSCeetLifA4Kov/1kJnETANMOuBUh653oa7b6DHwpbDWQUFtoqkvSBugEQKiCbiZSEj2JX0Iny5VD2VA4GL6EmJOwNHQsnx1PddqWjdfOOQi5JH0f1hgHA7ghy/nDEj2Ju+AYhxVwoidxl1fzHQ7GjbDsb0zftTGooD1vEBWqOxsYuAVgKyKLSya6dMgwHGpEJKBcCuBOWPFMEd3jndDwNTuGWra8QbKB/nkWGQcAxBzjqD3xVPJnRJSwpHHmi7N9/Zdb0rYOthgIEaUsavot70TfUovadtDB09CwBEDZ3sVGYBaWtKuHLQYS60n+BiDT9z+Y+XY7VzwOdNS31AwIt1vQ9J8S6YQt+yF2TdKZpFwIkyd27KLVZrbnUAEkzF5x0iDEApPbNIxtq1ixLZ1/IfDPhv6pAVgP4EUAFXtn+nI+3ZCgDtbizXmrOTvTB+BPAD0DIAMAINwa747/zQxtlWCrq8nW1PZ5gJjNLvLHU8mj4qnkMV6fbyKDLgWge4R0ON1bu6s+RORQHX3j+io5JvAWM53rTfla46nkKfFU4sR8XrYS5D95e3y2OrPavpNejKFNxCcAfMhoHQlMT6aSb1mnykGPoRhlG8qo8iqD/iWRSmy1TFQV1Im//wfp7O58GxBfLaeOIP6UVXocjCFFrpy01yyBf69X4wDq2EAAIJ6KP06EF4yWH0qI42AnXEYUG8L/JlPJp60TUz11bSAAwJIM550jxulKmzJSAxCMeCLB0ByAysnmW9fGAYwEAxFc1sTbJfFzJaBMs0iOQxGiweiHwfTTcuowc1WR4GtB3RsIuLxIgAwEBLC2Y9Lij1glyeH9dLQuPoRZWwugcB7sIhCJj1mjyDzqdhULeG9F5B+oILgZASlN4OxaZ2g90IhMjhxLmnyIgUAF1fOScXgynSxn1aum1PMbhCTlfowKI/8xEBASawfHxQ5WEAmG5kCTf6jQOADALcgiD2CTqFth0bboh1hqb5vQVB7gBfFU5w9MaMthiEgg9C2AboIJoUsZ1FqvS711ayAAEAmG7wbzxWa0RcR3eBoar1TfUjNmtHegok5TfdmBzHIwvmFSkz+Mp5LfMqkt06nnIRbebdp9GcCPmdEWM309m+n/c0fr4kPMaO9ApKN18SG5TOYJE43jd6+l3rjKpLYsoa4NZPnrywfyef78kPMaALzLzDcx07mCcQaArwEow3uUjpfC9bdwMPzvFsgd1USCoUukcP2NgY8brJIH8AtiPkcSTgDEbBASALYP3X+i3z1wUbVJP62mrodY+wiND40TDeI8La89UihkT9QfOpeJ7kFZSXX4Pi9r31LT128xUeqoIxwITyLwDzCYOcsovST53NiWzr8Mv6H6F7UOCM+ncjK3Wi81Wz0wIgzECFG/ciETyo3A18tE1zhRTwqyL2rJDSgvVQMzaFaxDFwjjVFjIAAQCSh/RQWxmhhYSyzmx9Pxv1sga8QR8Uc+yiSXE3BauXUJeCCWSv6rBbJsYURnFxoOM/+OiMo2EAJOA8nnI/7wT3Iyry7busyqM/N1zeJJiwMe4VZB8htUYTgmSfyA2brsZFQZCNFgDpIKcYF4nsfluiQSVG5hQTfopaEeLYQnhycKiWuY+WqAq0s8KkWPSbLqglFlIAzRStVPJZrACJPGV0YCym35vLxptMbybW9pb3O7xQJo/E2uIFV3QYQsyx+r3hlVBgLwWSY21gxgsdstro74lf9i0K2jJbZvNNB+EiCuZOBCAF4z2yamzwKWRDaxhVEzSR9yTdkIKz8T8/MA7mQS/1mvrhHFUNuubclJz0UALmPgOAu74pymtY2WedyoMZD5h85vaN7d9BQAy5LK70eOgMeYsZKJ/qdejUVtu7Ylq3nOAeHfAJwOoBYxbl/0TvSdOFrik40aAwEAtU0dk+P+W5jp6/tdlgTcJYnuaKDsemgkBshzAgFXAWyGp68G4CkGr4IQjzWMb3jarodjLuZ6JrZNPAlSfpqI5oDxTzAjODjjz0S4GeR6KpfL5Vxu17EEvgzAF99XjHF3g/R90650aVYwqgxkHxF/6CIAPwKRj5kuLBaVLxoMX8ODG2Fm0g/gGQY/KZiekUQv9aX6XjM7a+5czPW0Bg8+VDJ9DKATMLj/cyKARjP7YfB3EqnOJSiwkRrxhy4C0c8BZACeH091/sLMvuuBUWkgAKBOUA/CmJ1uddON20qViwSVH5vofFeMHIA3AbwBpreZZLcg2iKZel3MOxhytybE+wyIJLld4GYWGCfBLcTUCqCNgKkMHAJgBqweMjF+GU8nS/qtLZ60ONDU1JQZSqc36hi1BmKU9sntU9ya2Ig6d9y0AZbAjAM9ztgB/1B0be7aBOAVu3XUIa8c6MYBOAayj5LDsAOUA8KLQA/HQAaZaqCMhioCa9cNzDuwLzB0aaZYrGREcMAbiDpT9aJEuBoCHiDiU3tT2xrjqWQTkWsaCB0A3q2dymqhbWBewKDWeLpzvDfla2Kmk8H47xKVptiZG7BeOOAn6QAQ8YcuBlEMwLT33WBE4ulkwbRi4bbwESR5DcqMBWUDbxG5Tov1xDYWuhkJKIsBdL3vImMzE0UTqcTPayGwnnEMZAgVqjvnz3yRCVcD+ASAX8RTyZKxfjv8ymxJMOXMvEUwM31Cz4csElB+CuBSgJ4i4lu29mz7L7P3bUYqjoEUQG27tkXtvqHXSNlIQPkLBg2qBPwmM35LRCkwmkH4DAY39YzCIHoUzI8QYSeYJjP4C4Be1El+LJ7qPN1IB+FAeFK9uszYySjz5jUHo8YBACCsBRc1EA1A2JtqvFGFmt/vekc4ED6bgLsAnqDTQw8JviDWnXxiuMxoUJnHjFtQdMOQDB97dYyjMAf8JL1qGDuL3SJgQTyVXDbMOAAAiVTiQYJ2FoBSflv9YPGZWHfncOMAAI71JG9jpuLptJl3lZLuoI9jIFXCoL+iwENOwHOxVLJkNMdYquspJtxW7D6Bl+udk0+kE3cAKDTH2Am3a1QETrATx0CqJJFK/MErcpOZ6VwwYgSsIsILEmQoi69geXexeyxc9xrRwExXM7CWGXeDcA1J/qTX5wvEN8efN/5JHArhTNJtRp2perN9mRcAHDHs1su9qW3HOqtJ9uIYSB2gzlS9md7M+3aufS2+TaPl0JGDg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODg4ODw4jl/wC1QYq5RM2WlQAAAABJRU5ErkJggg=="
[ "1\n3\n of a full turn", "1\n5\n of a full turn", "1\n2\n of a full turn", "1\n4\n of a full turn" ]
null
0
math
grade-1
flip-turn-and-slide
false
true
What has been done to this letter?
"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"
[ "turn", "slide", "flip" ]
null
2
math
grade-7
identify-linear-and-nonlinear-functions
false
true
The graph shows a function. Is the function linear or nonlinear?
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"
[ "linear", "nonlinear" ]
null
0
science
grade-2
natural-resources
true
false
Which of these pictures shows a natural resource?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAV4AAAElCAYAAACszooYAAEAAElEQVR4nOz995NlSZbfiX3c/aonQ0eGyIzUmZWidLWY7sJoADuDmR1IDoiFGblmNNJI8Af8F1j+ShJGGg2/YLlrRnJ3gIUczEyP6JkW07q6ROpIGVo9/d5V7s4f/N4XL6Iyq6oxu7+1d2dl5Isn7vPrfvyc7/me7xE/6Fh7vQYNxc/Hz8fPx8/Hz8f/jKOn4f4AtlOY8eD9afe4/LnR/fn4+fj5+Pn4X2Y0FFyvuZ/7+vhx+XOj+/Px8/Hz8fPxv9wobWxmjx/...
3
math
grade-3
select-figures-with-a-given-area
true
false
Which shape has an area of 9 square units? The shapes are made of unit squares.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAIYAAACkCAYAAABSHVasAAADHklEQVR4nO3dv25cRRjG4Xf9rwgJdIS0oBAJenwJ0FNRcSU0cCVpoKLnFnAPkjHQ4rR2YinGq0OxrITEK0Lh8bHOPk+3Wmm+o92fRqcZzWqapun8Ovn1KrlcJzdT2EEHq+TRfvL0QfL4KFmdv56mk4u5H4v75Pjt5ODsavPhyVHy7K1NNeyey3Vy+ir54zr55SrZu7jZfCGK3fZof9NAkrxcJ3vrf3zBbts28OeU7M37KNxXwqASBpUwqIRBJQwqYVAJg0oYVMK...
1
math
grade-2
purchases-do-you-have-enough-money-up-to-1-dollar
false
true
An ice cream cone costs 85 cents. Do you have enough money to buy it?
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"
[ "no", "yes" ]
null
1
science
grade-3
identify-living-and-nonliving-things
true
false
Select the living thing.
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAK8AAADMCAYAAAAF8vOBAADPwklEQVR4nOz96ZNdWXblif3OcIc3+/MRCACBmHNikkWyySqqy6hSmUktk0z6opb+T6lasjbJ1Gp2dXdVF1mckpGRkTEhAoHRpze/O5xBH/a59zlYmTJmgh9aZvQwGAAPh/t79+67z95rr7W2+vNljD8YwcTwTx//9PE/y4+1h8+38KKBuYV/eSSf1/8UuP/08T/3j4mBH4zkzxt/+Lz+p8D9p4//f/jo4rSNh8/ZX/WF9358Soyx/wUBay1ZlpFlGafnJwwGA7I...
0
math
grade-3
match-clocks-and-times
false
true
What time does the clock show?
"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"
[ "seven fifteen", "six fifteen", "eleven fifteen" ]
null
0
math
grade-8
perimeter-and-area-changes-in-scale
false
true
Look at this circle: If the radius is quadrupled, then which of the following statements about its circumference will be true?
"iVBORw0KGgoAAAANSUhEUgAAACQAAAAUCAYAAADlep81AAAB00lEQVR4nO2UTUhUYRSGnzszIhfKsLyN15n+TIZoVLRhmpiYCSHJIRSJNqHSolwZEYFCC0EoV9JqKA2EiBKixUAZEwX9LS4FQy1KZhOS2Z8XSQi0u7qcdsLt705xoYh54MDH+c57eM8H51NMyxD+IXx/28C3lA25UTbkhqeGlj595sSxs0T0DkJr09yYuuO4v5c3CKp7uX41/9MeildrLyJk0v34/X7Gr4yweYv+Z41My5CmlojoIU06OlMS2x0V0zJWQwuuF8AR7Zmko8a0DLn9cEIAaWqJSNW6NbJte1jyjy45anJ3swLI5NS51XOmKy16SJPauhq5df+iBFZWLIovZ7Ftm4/vFzl85IDD8MzcdEmDvXn9AYCB0z3E9zTSFj/KyJkLTD8Y/6UumWplLDtELHKIyxM5As8LRWzbZmj4OCcH+6ioCDgEjVs7WTSXHLn2TJJruTFHTlUrAfD7fIQ31VLfEObd/ILrIHqdhraxmuoNVSwvfyFQePICgIPd+74zA6W/0K54FFWtJH/zMbFElNlXb2nbnyhJC6AoCgC+wtMZgnoNO3bWlyz+EXpIIzs5zLNCkVRrL4lkM6PnT/12H8+2zCv+74/RC8qG3CgbcuMrcOu3S2PN05IAAAAASUVORK5CYII="
[ "The ratio of the new circumference to the old circumference will be 4:1.", "The ratio of the new circumference to the old circumference will be 2:1.", "The ratio of the new circumference to the old circumference will be 1:2.", "The ratio of the new circumference to the old circumference will be 3:1." ]
null
0
math
grade-3
scalene-isosceles-and-equilateral-triangles
false
true
Is this triangle equilateral?
"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"
[ "yes", "no" ]
null
1
math
pre-k
different
true
false
Which is different?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAHwAAAB8CAYAAACrHtS+AAAE90lEQVR4nO3dv1PbZhzH8Y+ELMvCliGuaRPiLoFmoBMecslUOrH0rhtTM/YP65it7RC2dGLIXbJ5SMNGehBcSpBlIwvZ6qCYAw4b/4rlR9/Pa+HAIB6etx9JWDZoURRFRwGw3wIaHSCMQCliaEBhAVi3ga9NQDtqR9FrN+lh0Sw8cQDjfSt+574JPF6M7w2UHo0O8K4JHAbA3y1Ad8P4BsZOp8JC3BYAvA6gd67cQOnUa3sRAXqyQ6FZY3BhGFwYBheGwYVhcGE...
2
math
kindergarten
rectangles
true
false
Which shape is a rectangle?
null
null
[ "iVBORw0KGgoAAAANSUhEUgAAAJoAAACaCAYAAABR/1EXAAAHQklEQVR4nO2dzW4URxSFT/XM2IP/xiCU2IlAgMLfIkQmki12eY0ss0qeIFsWrLzPIllFyiZr3gCJHQtLkaIIsKWgKCSOBEjYjAX29HQWjQkgAkx13Vu3qs+3s6zuKk2duafndHVfV1VVtb0PbO0BuyUwqkBIY7oOmO8AZ2eAD6cAt/2sqm7txJ4WyZm1BaC7uVf/sTwFnJ+tVUhIU3ZL4M4Q+HsfuLsHFDuj+h8UGQnJfKfWFAA8KYGifOkfhITkUFMHFVDEnQp...
1
math
grade-2
flip-turn-and-slide
false
true
What has been done to this letter?
"iVBORw0KGgoAAAANSUhEUgAAAPoAAABkCAYAAACvgC0OAAAGp0lEQVR4nO3dy29UZRzG8YdehgGmOLW2pQ2XThSqXA0XjZLImZXGCxsMLIgJ3ZmoOxeszDT8B7rRuJhuNZIQZc2ACxJBzUQupqgpSNLhVhhgStuhw3GBRWln2jOXntv7/SQsaN7zOy/DeTqnc9731yV79uyxLctSI5w6dUq2bYt6tdfLZDINqeU1y7J8/TqbVq/FsiylUqmGFBwcHJRt29Sro15YcF35q15TQyoB8DWCDhiAoAMGIOiAAQg6YACCDhiAoAMGIOiAAQg6YACCDhiAoAMGIOiAAQg6YACCDhiAoAMGIOiAAQg6YIAllmXRSspH9U6cONGQWl5LJpO+fp1Nq9di27Zs225IwZla1Ku9Xlj4/XU2rR4943xWLyy4rvxVj5/RAQO0eD2BxXD/xqQKNyfnfD1SeEa2bSt3IS9JinVG1dYVdXl2gPtCGfThTE6/fDsy5+vPaqsk6fvPfpUk7dif0M4DCVfnBniBW3fAAAQdMABBBwxA0AEDEHTAAAQdMABBBwxA0AEDEHTAAAQdMABBBwxA0AEDhHJTC+C1SjsoZ3NrByVBBxZBpR2Us7m1gzKUPeNi19cpdn3tguMK3X+r0H2lxtnRM24+pveMq+capGdcFcdVU79W9IyrzA/XgZf16rkG6Rnn0M/fjDi6bbIsq67bprD3jMvn84rH4zUdG8brqpp69VyD9IyDa7LZrBKJhIaGhryeChqAoKOsbDarfD6vgYEBwh4CBB1lHTp0SOl0WpIIewgQdFRE2MODoGNehD0cCDoWRNiDj6DDEcIebCyBDZBUKuWbZ+0DAwOSHn8DgP/xjg4YgKAHSCqVemp5pNt/Zm7dJSmdTvNuHiAEHY4MDQ09uV0n5MFD0LEgQh58BB3zIuThQNBRESEPD4KOso4dO0bIQ4SgoyzLsrRt2zZCHhIsmEFZ8Xhc2WzW62mgQegZR8+4RUHPOHrGLXo9esZ5zw/XgZf16BnnQj16xnkvjNdVNfXoGQfAdQQdMABBBwzg2uO1sZGCTqcvLTiurWuZrI9fqutcxfHpuo4HwsbV5+ijF/ILD7qQ1+sD6xVZUfvURi/ccTRuaR3nAILEtVv3jkTM8djT6T9qPs9wJqexywVHYzv6nM8JCDJX39Iiy5tVfFBacNxwJidJaiq1qNT00HH9c8evVvVNYumKVsdjgSBzNeh9r3Tq0slrjsYOZ3Lq0muaaL+usZFCxTuC+zcmdelkTr/9cFXFB85/No91Rqu6ywCCzNWgb313reOgz1h2p1vffXrmyd97N8UlSbdGClUFe7b+ZE/NxwJB42rQOxIxxTqjKtycrLmGow/0HCDoMInrz9GTdT46a4Qd+xNq64p6PQ3ANa4HvXdzu3bsr319eb2mlufrWt8OBJEnK+N2Hkiob9dzrp/Xbp5Wvu+i6+cFvObZEtg3D2/VBmuVa+frWBfTzRfP6lEzq+ZgHk/Xuic/2Vj3clcnNlirtPfIdkIOY3m+BrQ/2aPeTe3KfHFRuYv5htaOdUa1e2C9+l7tbGhdIGg8D7oktXVFtffIdo2ev6Nzx6/q8tlbddXrWBfTlvfW8AgN+Jcve8Y1lVq09F6Hbv85ofbmVYq3dM87vhSZ0nS0oIfLxjXRfl2lSPnn9EHoPUbPuLka9Tq3TsTUNppQPp+X9LgBZjmlyJTurll4p+V881s5+ryW3+pd8Fije8aVmh7qQfyafhr/7x/cOhHTklLznLHF2N0yE1nc+S1mvbDw4+ts27Yi43F1tcYff2G8wsBx6V7PX44/0yk3v9bCSkfHPmp6SM84E+uFhV+vq6/2ObtjeqN7n+MPimfPbziT08lzvzs69uCH76t3c/u89eo1ODjoj5/RAbdUu4Oy2t4Ift1BSdBhlGp3UA5ncupP9mjLO2sq7nZsLkYVvd2p9Ac/+nYHJUGHUWrZQTkT+Bmzd1B2apckqajq1mm4+VSIoMMoHYmYSpEpNReX1lwjiDso6QIL49xdPez1FFzfQUnQYZxi7K7ud9X+O/fq1bMx7voOSoIOIxW6r3iygzKyvFlvHd7q+nkJOozlxQ7Kg1/urquVea0IOozm9g5KL0Iu8ak7YMQOSoIOKPw7KAk68D+9m9vVu7ldxfFpjZy5qdHzdzQ2UtDYlfl/+89066ReeHm1OhJt6k/2+K75KEEHyoisaFF/suepd+SxkYKmxuf+5qCvj34u27b10eG33ZxiVQg64FDFdelH3Z1HLfjUHTAAQQcMQNABA/iyZ5zJ9egZN1cQ/t/8Xu8f7bvxG+pN924AAAAASUVORK5CYII="
[ "flip", "turn", "slide" ]
null
2
math
grade-5
acute-obtuse-and-right-triangles
false
true
What kind of triangle is this?
"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"
[ "obtuse", "acute", "right" ]
null
2
math
grade-2
fractions-of-a-group
false
true
What fraction of the shapes are circles?
"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"
[ "5/11", "2/3", "3/4", "1/6" ]
null
1
math
kindergarten
one-more-with-pictures-up-to-5
true
true
Count the planes in this group. Which group has one more than the group you counted?
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"
null
[ "iVBORw0KGgoAAAANSUhEUgAAA7sAAAB+CAYAAADlVwZsAABQIUlEQVR4nO3dV5Rcd37Y+e+9VXUr59Q5IoNEAwwAySFBaciZ8Yyk0cwoS2vZuyuftX187HN89sHrtz162eOnPZbX3rUtW5Y1tkaBQ2kCPcMwQ4ARJCKRgc6huivnXPe/D9XdAAiQRGgAzebv88AGu6vvvXX/91f9//2jBiiEEEIIIYQQG0IpxXITrlah1IG21LaFeCCsGngtsN0FcQM0JNkVQgghhBBiwyw3FMeKD/sqhPhiO+QD68O+CCGEEEIIIbaSK9Xu114...
1
math
grade-8
apply-addition-subtraction-multiplication-and-division-rules
false
true
The number line shows an unknown number, t. Is – 3t+1 positive or negative?
"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"
[ "negative", "positive" ]
null
1