Question

HELP ASAP, DON'T SPAM ITS TIMED
its attached below

Answer 1

C

Explanation:

The general form of a polynomial expression is

`a_(n)`
`x^(n)` +
`a_(n-1)`
`x^(n-1)` +
`a_(n-2)`
`x^(n-2)` + ............ + a₁
`x^(1)` + a₀

For the given polynomial the
`x^(n)` term is -
`x^(13)` , that is n = 13 , thus

n - 7 = 6 , that is the
`x^(6)` term

with
`a_(n-7)` being its coefficient

Since there is no
`x^(6)` term, then its coefficient is zero, that is

`a_(n-7)` = 0 → C

Answer 2

i think b is you're answers