what does the transformation ( f(x)\to f(7x) ) do to the graph of ( f(x) )?\nshrinks it horizontally\nshrinks…

what does the transformation ( f(x)\to f(7x) ) do to the graph of ( f(x) )?\nshrinks it horizontally\nshrinks it vertically\nstretches it vertically\nstretches it horizontally

what does the transformation ( f(x)\to f(7x) ) do to the graph of ( f(x) )?\nshrinks it horizontally\nshrinks it vertically\nstretches it vertically\nstretches it horizontally

Answer

Brief Explanations:

For a function (y = f(x)), the transformation (y=f(kx)) where (k> 1) (in this case (k = 7)) is a horizontal shrink. When we replace (x) with (kx) in the function (y = f(x)), the value of (y) that originally occurred at (x) now occurs at (x'=\frac{x}{k}). So, points on the graph move closer to the (y -)axis, which means the graph is shrunk horizontally.

Answer:

shrinks it horizontally