To find the equivalent expression, we need to multiply the given expressions.

Step 1: Multiply the coefficients of the same variables.

For m, we have m^4 in the first expression and m in the second expression. When we multiply these, we add the exponents, so we get m^(4+1) = m^5.

For q, we have q^4 in the first expression and q^5 in the second expression. When we multiply these, we add the exponents, so we get q^(4+5) = q^9.

For z, we have z^-1 in the first expression and z^3 in the second expression. When we multiply these, we add the exponents, so we get z^(-1+3) = z^2.

Step 2: Combine the results from step 1 to get the final expression.

The final expression is m^5q^9z^2.

So, the answer is B) 𝑚5𝑞9𝑧2.

Question

To find the equivalent expression, we need to multiply the given expressions.

Step 1: Multiply the coefficients of the same variables.

For m, we have m^4 in the first expression and m in the second expression. When we multiply these, we add the exponents, so we get m^(4+1) = m^5.

For q, we have q^4 in the first expression and q^5 in the second expression. When we multiply these, we add the exponents, so we get q^(4+5) = q^9.

For z, we have z^-1 in the first expression and z^3 in the second expression. When we multiply these, we add the exponents, so we get z^(-1+3) = z^2.

Step 2: Combine the results from step 1 to get the final expression.

The final expression is m^5q^9z^2.

So, the answer is B) 𝑚5𝑞9𝑧2.

Knowee AI · Accepted Answer