Question

MIultiply. Write the answer in lowest (3x²/5)*(30)x³-:18 2p-2,7p²

Answer 1

To multiply the given expression (3x²/5)*(30)x³-:18 2p-2,7p², follow these steps: 1. Simplify the expression in parentheses. 2. Divide the first fraction by 18. 3. Multiply the simplified expressions. The answer is x^5.

Step-by-step explanation:

To multiply the given expression (3x²/5)*(30)x³-:18 2p-2,7p², we can follow these steps:

1. First, simplify the expression in parentheses: (30)x³ = 30x³.
2. Next, divide the first fraction by 18: (3x²/5) / 18 = (3x²)/(5*18) = (3x²)/90 = x²/30.
3. Finally, multiply the simplified expression in step 2 by the simplified expression in step 1: (x²/30) * (30x³) = (1/30)x² * 30x³ = x² * x³ = x^(2+3) = x^5.

Therefore, the answer to the given expression is x^5.