Question

answer to the g-intercept and n-intercept from the given function.

Answer 1

The given function is

$g(n)=4n^4+52n^3+168n^2$

The g-intercept is obtained when n = 0.

$g(0)=4(0)^4+52(0)^3+168(0)^2=0$

Therefore, its g-intercept is (0,0).

On the other hand, to find n-intercepts, we have to evaluate the function when g(n)=0.

$4n^4+52n^3+168n^2=0$

First, we have to factor out the greatest common factor.

$4n^2(n^2+13n^{}+42)=0$

Then, we dolve the qu