The graph of function g is a vertical stretch of the graph of function f by a factor of 10. which equation describes function g? g(x)=f(x10) g(x)=f(10x) g(x)=1/10f(x) g(x)=10f(x)

We are given a function f(x).

And function g(x) is the function get after transformation of f(x) a vertical stretch of the graph of function f by a factor of 10.

We know transformation rule when it's a vertical stretch by a given scale factor.

y= k f(x) : f(x) is stretch by a scale factor of k. Where |k| > 0.

So, we need to multiply given function f(x) by given scale factor 10.

So,  g(x) = 10 f(x).