AllText string | MisconceptionId int64 | MisconceptionName string |
|---|---|---|
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{c}
0 \\
-3
\end{array}\right]
\) | 1,234 | Believes f(x + a) translates the function up a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
Identify horizontal translations in the form f(x) = for non-trigonometric functions Transformations of functions in the form f(x) What transformation maps the graph of
\(y=f(x)
\)
to the graph of
\(
y=f(x-3)
\) Translation by vector
\(
\left[\begin{array}{r}
-3 \\
0
\end{array}\right]
\) | 1,312 | Believes f(x) + a translates the function right a units |
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