Which of the following graphs could be the graph of the function f(x)=0.03x2(x2-25)?

The fourth graph (see attachment)

Step-by-step explanation:

The function represents a polinomial of grade 4, which means that it has four roots. The roots of a function are those values that make the function equal to zero. In this particular case, the function f(x) equals zero =0 in two cases: 1) When the term , which only happens if x=0; or 2) when , which can happend if x=5 or if x=-5 (because the product of two negative numbers is possitive).Then, the function graph must show that, f(x) passes trough zero when x=0 (first case) or when x=5 or x=-5 (second case).The only graph that shows that is the one indicated.To verify that the function is well depicted, you can replace any specific value of x (for example x=2) in the equation   , an see if the graph shows the correct value of f(x) given x, that in this case it is goint to be f(2)=-2.57.

it's A on edge 2020

Step-by-step explanation:

on edge 2020

brainliest please?