row_id int64 0 36.7k | QuestionId int64 31.8k 109k | QuestionText stringclasses 15
values | MC_Answer stringclasses 49
values | StudentExplanation stringlengths 1 586 | Category stringclasses 6
values | Misconception stringclasses 35
values |
|---|---|---|---|---|---|---|
28,800 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | each angle in a decagon is 144 degrees | True_Correct | null |
28,801 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | each interior angle in a decagon = 144° | True_Correct | null |
28,802 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | each interior angle in a decagon is 144. | True_Correct | null |
28,803 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | each interior angle of a decagon is 144
all the sides add up to 1440 | True_Correct | null |
28,804 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | each interior angle of a decagon is 144. all the sides add up to 1440. | True_Correct | null |
28,805 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | ext is 36 360 divided by 36 is 10 | True_Correct | null |
28,806 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle = 180 - 144 = 36 degrees.
360 divided by 36 = 10 sides | True_Correct | null |
28,807 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle = 36
all exterior angles = 360
360 divided by 36 = 10 | True_Correct | null |
28,808 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle equals 180 take away 144
360÷36 = 10 | True_Correct | null |
28,809 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle is 180 - 144 =n
360/n = 10 | True_Correct | null |
28,810 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle is 36
360 divided by 36 is 10 | True_Correct | null |
28,811 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle is 360 divided by number of sides.
therefore, number of sides = 360 /exterior angle | True_Neither | null |
28,812 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle is equal to 180 - iterior. total of exterior is equal to 360.
180 - 144 = 36
360/36 = 10 | True_Correct | null |
28,813 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle that pairs with interior 144 is 36
10 x 36 makes the 360 | True_Correct | null |
28,814 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angle thing then times 10 | True_Neither | null |
28,815 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angles add up to 360 degrees, and if the angle was on a straight line, the exterior angle would be 180-144 (36) and 360/ 36 = 10 | True_Correct | null |
28,816 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angles always add to 360.
the exterior angle in a regular polygon = 180 -interior angle. | True_Neither | null |
28,817 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | exterior angles in a polygon always add up to 360 degrees. the exterior angle can be found by 180-144=36 as an interior and exterior angle will add up to 180 degrees. 360 divided by 36 is 10 so the polygon has 10 sides. | True_Correct | null |
28,818 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | find exterior angle = 36, divide from 360 == 10 | True_Correct | null |
28,819 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | find exterior angle:180-144=36
exterior angles add to 360: 360 divided by 36=10 | True_Correct | null |
28,820 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | find the exterior and divide 360 by exterior | True_Correct | null |
28,821 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | find the exterior angle and do 360 divided by the exterior angle | True_Neither | null |
28,822 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | first find the exterior angle of the polygon which is 180-144 = 36º. for any regular polygon the total sum of all exterior angles is = 360º. to find the amount of sides you do 360/36 = 10 so this polygon is a decagon | True_Correct | null |
28,823 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | for 18 i was suppose to click c as the answer
180-144=36
360/36=10 | True_Correct | null |
28,824 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | for any regular polygon, all the external angles add up to 360, and 180 - 144 = 36, it takes 10 angles to add up to 360. | True_Correct | null |
28,825 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | found the exterior angle and then did algebra 360/36=10 | True_Correct | null |
28,826 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | given that i had calculated the interior angle of a hexagon (6 sides) which is 120, it cannot be 6 or 5 sided.
so we do 8 x 180 / 10 which would be 144, this shows that it is 10 sided ( subtract 10 by 2 at the start of the formula) | True_Correct | null |
28,827 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | hexagon = 60 pentagon = less then hex | True_Neither | null |
28,828 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i believe this is a decagon. | True_Neither | null |
28,829 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i calculate the interior angles of pylogons with 10 side,6 sides and 5 sides and ten was the right answe | True_Neither | null |
28,830 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i chose a because what i did was trial an error through options a.b and c using the formula '(n-2) x 180' i found that a, following the rules of the formula, would be 1440 all around. what i then did, to find out the value of every side, is divided 1440 by 10 to get the value of one angle which was 144 which makes a my answer. | True_Correct | null |
28,831 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i did the working out and the answer was 10 | True_Neither | null |
28,832 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i didn't quite understand how to rearrange the formula so i just plugged in numbers starting at 7 and it became 144 at 10. | True_Correct | null |
28,833 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i didn't quite understand how to rearrange the formula so i just plugged in numbers starting at 7, it become 144 at 10. | True_Neither | null |
28,834 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i didn't work backwards it's too complicated. instead just used trial and error by which 10-2 is 8 times 180° is 1440/10 makes one interior angle of the shape so 144° which emans the regular polygon has 10 sides | True_Correct | null |
28,835 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i don't know how to explain it | True_Neither | null |
28,836 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i done 10 minus 2 is 8 times 180 is 1440 divide by 10 is 144 so the shape has 10 sides | True_Correct | null |
28,837 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i dont remember why it works, because i havent done it in a bit, but the method is the quickest, and sincerely ill forget why the work, 'cause ive not done math in so long, | True_Neither | null |
28,838 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i find the exterior and did 360 divided by 36 | True_Correct | null |
28,839 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i found out the exterior angle and then divided 360 by it | True_Correct | null |
28,840 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i found out the exterior angle by subtracting it from 180 which gave me 36 degrees. then i knew that 360 divided by something equals 36 which is 10. therefore, it is 10 sides. | True_Correct | null |
28,841 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i found out the exterior angle by subtracting the interior angle from 180. this gave me 36 degrees and i know that to find the exterior angle, you do 360/n. so i knew that 160/10=36. | True_Correct | null |
28,842 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i found out the remaining angle between the 144 degrees and 180 degrees, which was 36 degrees, and realized that if i times' it by ten then i would get 360 degrees. | True_Correct | null |
28,843 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i found the answer by trying the same method with all to see what the answer would be | True_Neither | null |
28,844 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i found the exterior andd did 360 divided by 36. | True_Correct | null |
28,845 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i found the exterior angle and then divided that by 360 to take 10 | True_Correct | null |
28,846 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i had to guess at this question as i cannot remember the method. | True_Neither | null |
28,847 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i had to guess for this question as i can't remember the method | True_Neither | null |
28,848 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i knew that 10 sides means that the sum of all the interior angles was 1440 degrees, because i’d done it previously, and so then i divided that by 10, because that’s the amount of sides and it got me to 144 degrees. | True_Correct | null |
28,849 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i know a decagon has 144 in each angle | True_Correct | null |
28,850 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i know it's a decagon as the interior sum of all angles in a 10 sided polygon is 1440 degrees. so therefore i know that the sum of one interior angle = 144 degrees | True_Correct | null |
28,851 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i know that a decagon has a total of 1440 degrees. 1440 divided by 10 equals 144 meaning that the shape is a decagon | True_Correct | null |
28,852 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i know that angles in a regular decagon add up to 1440, and the angle in this polygon is 144, which multiplied by 10 would equal 1440, the sum of angles in a decagon | True_Correct | null |
28,853 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i know this from previous questions | True_Neither | null |
28,854 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i know this of by heart but i'm not sure how to get it. | True_Neither | null |
28,855 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think it is 10 sides because 144 degrees x by 10 will equal 1440 | True_Correct | null |
28,856 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think it is a as 180- 144 is 36 then you divide it by 360 which is 10. | True_Correct | null |
28,857 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think it is a because the exterior angle is 36 degrees and 360 divided by 36 is 10. | True_Correct | null |
28,858 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think it is as 180-144 is 36 then youu divide it by 360 which is 10. | True_Correct | null |
28,859 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think it is because the exterior anglee is 36 degrees and 360 divided by 36 is 10. | True_Correct | null |
28,860 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think it’s 10 because 144 is one angle in a regular decagon | True_Correct | null |
28,861 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think that that the answer is a because using the method (n - 2) x 180 there are 1440 degrees in a decagon and if you divide that number by the number of sides on a ten sided polygon you get 144. | True_Correct | null |
28,862 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think that that the answer is a because using the method (n - 2) x 180 there are 1440 degrees in n decagon and if you divide that number by the number of sides on ten sided polygon you get 144. | True_Correct | null |
28,863 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think the answer is a decagon which has 10 sides and all the interior angles sum to 144 degrees. | True_Correct | null |
28,864 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think the answer is a decagon which has 10 sides and all the interior angles sum to 144 degrees. | True_Neither | null |
28,865 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because 10 sided shape has a 144 interior | True_Correct | null |
28,866 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because 144*10=1440 and a ten dided shape's interior angles add up to 1440. | True_Correct | null |
28,867 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because 144*10=1440 and a ten sided shape's interior angles add up to 1440. | True_Correct | null |
28,868 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because 180 - 144 = 36 and 360/36 = 10 | True_Correct | null |
28,869 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because 8 times 180 divided by 10 is 144 | True_Correct | null |
28,870 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because 8*180=1440 then 1440/10 | True_Correct | null |
28,871 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because a 10 sided regular polygon has angles of 144 | True_Correct | null |
28,872 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because i did 10-2x180 divide it by 10 and got 144 | True_Correct | null |
28,873 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because i used the formula to work out n | True_Neither | null |
28,874 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because i used the formula to work out n | True_Neither | null |
28,875 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because if you multiply 144 by 10, it gives you 1440 degrees, which is the sum of interior angles in a decagon, or a 10 sided shape. | True_Correct | null |
28,876 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because if you use the formula (n-2)x180 divide by how many sides there are you will get the angle size. to get to 144 the angle works with 10.
10-2=8
8x180= 1440
1440 / 10 = 144 | True_Correct | null |
28,877 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because the exterior angle is 36, and 360 divided by 36 is 10 | True_Correct | null |
28,878 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because the internal angles for a decagon is 1440 degrees and has 10 sides. if you multiply 10 x 144, you would get 1440 degrees. | True_Correct | null |
28,879 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because the size of each interior angle in a regular polygon with 10 sides is 144 | True_Correct | null |
28,880 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because to work ou the sum of interior angles you do (n-2)x180
10-2=8 and 8x 180= 1440
1440/10= 144 so the shape must have 10 sides. | True_Correct | null |
28,881 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this because working out in my book. | True_Neither | null |
28,882 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this is a decagon | True_Neither | null |
28,883 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this is because you do 10-2 = 8 x180 /10 | True_Correct | null |
28,884 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this is becausee you do 10-2 = 8 x 180 /10 | True_Correct | null |
28,885 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i think this is the answer | True_Neither | null |
28,886 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i tried 10 and it worked | True_Neither | null |
28,887 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i used the formula that was given by you and worked everything out on the calculator and i got the answer a | True_Neither | null |
28,888 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i used the formula that you gave and worked everything out on the calculator and i got the answer a | True_Neither | null |
28,889 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i used the interior angle formula to find the number of sides because interior angles of a regular polygon are all equal | True_Correct | null |
28,890 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i worked from 10, and subtracted 2 and then multiplied by 180 then divided by 10. | True_Correct | null |
28,891 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i worked ku all of them and the only one that was 144° was 10
10=144°
5=108°
6=120° | True_Correct | null |
28,892 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | i would be 10 sides becasue in a ten sided shape all angles add up to 1440 and 1440 divided by 10 = 144 | True_Correct | null |
28,893 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | if interior angle is 144 than there is 10 sides | True_Correct | null |
28,894 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | if it is 144 interior it has 10 sides | True_Neither | null |
28,895 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | if the exterior anglr and the interior angle add up to 180°; then the external angle is 36°. all exterior angles in a polygon add to 360° so 360 divided by 36 equals 10 which means there are 10 sides. | True_Correct | null |
28,896 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | if the interior angle is 144, the exterior is 36. 360/36=10. | True_Correct | null |
28,897 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | if the interior angle is 144, thenn the exterior is 36. 360/36=10. | True_Correct | null |
28,898 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | if the polygon had ten sides there would be eight triangles inside so 180 x 8 = 1440 then divide by 10 because of the sides to get 144 as the interior angle | True_Correct | null |
28,899 | 76,870 | This is part of a regular polygon. How many sides does it have? [Image: A diagram showing an obtuse angle labelled 144 degrees] | \( 10 \) | if the side has 360 sides, then 360 / side = 360. | True_Neither | null |
Subsets and Splits
No community queries yet
The top public SQL queries from the community will appear here once available.