The graph of the function f(x) = x2 is shown. compared to this, how would the graph of a function g appear, if g(x) = f(2x)?

answer asap.

a) the graph of g would reflect in the line x = 2.
b) the graph of g would be wider.
c) the graph of g would shift 2 units up.
d) the graph of g would be narrower.

D) The graph of g would be narrower.

Step-by-step explanation:

You have to make a rough graph to check the results of transformation. For that graph of both and is attached with the answer.

For thinking like that, just see that in the as compared to , you are multiplying each value by 4, it means you are increasing each the value so every point should move up by a factor of 4. But one point is fixed which is the bottom point as its value is zero initially and after multiplying it by 4 it won't change as 0×4=0. So graph will become narrow