Answer:
To simplify the expression 3y^-1(5x^2y^2), we can follow these steps:
Step-by-step explanation:
1. Distribute the 3y^-1 to both terms inside the parentheses: 3y^-1 * 5x^2 * y^2 2. Simplify the exponents: 3 * 5 * x^2 * y^-1 * y^2 3. Multiply the coefficients (numbers): 15 * x^2 * y^-1 * y^2 4. Combine the variables with the same base (y): 15 * x^2 * y^(-1+2) 5. Simplify the exponent (y^(-1+2) = y^1 = y): 15 * x^2 * y Therefore, the simplified expression is 15x^2y.
