Question

A²(a+b²)(a⁴-b10)(a²-b)

Answer 1

Ответ:

$a^{9}-a^{7}b-a^{5}b^{10}+a^{3}b^{11}+a^{8}b^{2}-a^{6}b^{3}-a^{4}b^{12}+a^{2}b^{13}$

Объяснение:

оцени пж

Answer 2

To simplify the expression A²(a+b²)(a⁴-b¹⁰)(a²-b), you can start by factoring and canceling out common terms:

1. A²(a+b²)(a⁴-b¹⁰)(a²-b)

Now, let's factor each term within the parentheses:

• Factor a² from the first term: a²(a+b²)
• Factor a⁴ from the second term: a⁴(1 - b⁶)
• Factor a² from the third term: a²(1 - b⁸)

Now, your expression looks like this:

A²(a+b²)(a²(1 - b⁶))(a²(1 - b⁸))

Next, you can simplify further:

• Multiply the a² terms together: A⁴(a+b²)(1 - b⁶)(1 - b⁸)

So, the simplified expression is A⁴(a+b²)(1 - b⁶)(1 - b⁸).