what does the transformation ( f(x)\to fleft(\frac{1}{8}x\right) ) do to the graph of ( f(x) )?\n\nstretches…

what does the transformation ( f(x)\to fleft(\frac{1}{8}x\right) ) do to the graph of ( f(x) )?\n\nstretches it horizontally\n\nstretches it vertically\n\nshrinks it vertically\n\nshrinks it horizontally

what does the transformation ( f(x)\to fleft(\frac{1}{8}x\right) ) do to the graph of ( f(x) )?\n\nstretches it horizontally\n\nstretches it vertically\n\nshrinks it vertically\n\nshrinks it horizontally

Answer

Explanation:

Step1: Recall horizontal transformation rule

For a function (y = f(kx)), if (0<k < 1), the graph of (y = f(x)) is stretched horizontally by a factor of (\frac{1}{k}). Here (k=\frac{1}{8}), and (\frac{1}{k}=8).

Answer:

stretches it horizontally