Question
Write an equation for the translation of y = |x|.
10.5 units left
y = |x – 10.5|
y = |x + 10.5|
y = |x| + 10.5
y = |x| – 10.5
10.5 units left
y = |x – 10.5|
y = |x + 10.5|
y = |x| + 10.5
y = |x| – 10.5
Answers
GPT-4o mini
To translate the graph of the function \( y = |x| \) to the left by 10.5 units, you need to replace \( x \) with \( x + 10.5 \) in the absolute value function.
The correct equation for this translation is:
\[ y = |x + 10.5| \]
So the correct answer from the options you provided is:
**y = |x + 10.5|**
The correct equation for this translation is:
\[ y = |x + 10.5| \]
So the correct answer from the options you provided is:
**y = |x + 10.5|**