For the given question, we will find the functions that have an x-intercept at (0, 0)
So, we will substitute x = 0 and check which function will give f = 0
A) F(x) = x²
when x = 0, F = 0
B) F(x) = |x|
when x = 0, F = 0
C) F(x) = 1/x
We can not substitute x = 0, because it is a rational function and x = 0 is the zero of the denominator
D) F(x) = ∛x
when x = 0, F = 0
E) F(x) = x
when x = 0, F = 0
F) F(x) = x³
when x = 0, F = 0
So, the answer will be:
Select the options: A, B, D, E, F