Question

Rewrite without parentheses. -9xy^(3)(2y^(5)+3x^(2)-8) Simplify. your answer as much as possible.

Answer 1

The expression -9xy^3(2y^5+3x^2-8) simplifies to -18xy^8 - 27x^3y^3 + 72xy^3. This is achieved by distributing the multiplication across each term inside the parentheses and simplifying the result.

Step-by-step explanation:

To rewrite the expression -9xy3(2y5+3x2-8) without parentheses and simplify it, we need to distribute the multiplication over each term inside the parentheses.

• Multiply -9xy3 by 2y5 to get -18xy3y5 which simplifies to -18xy8.
• Multiply -9xy3 by 3x2 to get -27x3y3.
• Multiply -9xy3 by -8 to get +72xy3.

Combine these terms to get the simplified expression -18xy8 - 27x3y3 + 72xy3.