Question

Упростите выражение (a+4)(a-4)-a^+10

Answer 1

1) а^-4а+4а-16-а^+10= -16+10= -6 ( разложить )
Ответ: -6

2) а^-16-а^+10= -16+10= -6 (пр формуле (а^-б^)=(а-б)(а+б) )
Ответ: -6

Answer 2

I can help you with math problems, among other things. To simplify the expression $(a+4)(a-4)-a^{10}$, we can use the following steps:

- First, we can apply the distributive property to the product $(a+4)(a-4)$ and get $a^2-16$. - Next, we can subtract $a^{10}$ from both terms and get $a^2-a^{10}-16$. - Finally, we can rearrange the terms in descending order of the exponents and get $-a^{10}+a^2-16$.

Therefore, the simplified expression is $-a^{10}+a^2-16$. I hope this helps.Ответь+подробно.+Упростите+выражение+(a+4)(a-4)-a^+10