Question

11a²b⁴-(5ab⁴a²+4b⁴a³)=​

Answer 1

Пошаговое объяснение:

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Answer 2

To simplify the expression 11a²b⁴ - (5ab⁴a² + 4b⁴a³), you can use the distributive property to remove the parentheses:

11a²b⁴ - (5ab⁴a² + 4b⁴a³) = 11a²b⁴ - 5ab⁴a² - 4b⁴a³

Now, you can simplify the terms by combining like terms. In this expression, you have terms with the same variables (a and b), so you can combine them:

11a²b⁴ - 5ab⁴a² - 4b⁴a³

First, let's combine the terms with a²:

11a²b⁴ - 5ab⁴a² = a²(11b⁴ - 5ab²)

Now, combine the terms with a³:

a²(11b⁴ - 5ab²) - 4b⁴a³ = a³(11b⁴ - 5ab²) - 4b⁴a³

So, the simplified expression is:

a³(11b⁴ - 5ab²) - 4b⁴a³