Graph y = |x| – 2.
(1 point)
Responses
The graph of y equals the absolute value of x shifted 2 units to the left.
Image with alt text: The graph of y equals the absolute value of x shifted 2 units to the left.
The graph of y equals the absolute value of x shifted 2 units up.
Image with alt text: The graph of y equals the absolute value of x shifted 2 units up.
The graph of y equals the absolute value of x shifted 2 units down.
Image with alt text: The graph of y equals the absolute value of x shifted 2 units down.
The graph of y equals the absolute value of x shifted 2 units to the left and reflected on the x axis to open downwards.
3 answers
Image with alt text: The graph of y equals the absolute value of x shifted 2 units to the left and reflected on the x axis to open downwards.
liar
I apologize if my response was not accurate or clear. Let me clarify the correct response:
The graph of y = |x| - 2 is obtained by taking the absolute value of x and then shifting the resulting graph 2 units downward. The graph will open upwards because the absolute value function always produces a V shape.
The graph of y = |x| - 2 is obtained by taking the absolute value of x and then shifting the resulting graph 2 units downward. The graph will open upwards because the absolute value function always produces a V shape.
1 answer