Let a, b, and c be real numbers where a≠b≠c≠0. Which of the following functions could represent the graph below? f(x)=x2(x−a)2(x−b)4(x−c)f of x is equal to x squared open paren x minus A close paren squared open paren x minus b close paren to the 4th power open paren x minus c close paren

f(x)=(x−a)2(x−b)(x−c)6f of x is equal to open paren x minus A close paren squared times open paren x minus b close paren times open paren x minus c close paren to the 6th power

f(x)= x4(x−a)(x−b)3(x−c)3f(x)= x4(x−a)(x−b)3(x−c)3

f(x)=x3(x−a)3(x−b)(x−c)2