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Simplify: (-8s)(-10s^(2)) Answer:

Simplify:\newline(−8s)(−10s2) (-8 s)\left(-10 s^{2}\right) \newlineAnswer:

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Full solution

Q. Simplify:\newline(−8s)(−10s2) (-8 s)\left(-10 s^{2}\right) \newlineAnswer:
  1. Apply Rule: Apply the rule that the product of two negative numbers is positive. (−8s)(−10s2)=8s×10s2(-8s)(-10s^{2}) = 8s \times 10s^{2}
  2. Multiply Coefficients: Multiply the coefficients (numerical parts) of the terms. 8×10=808 \times 10 = 80
  3. Multiply Variables: Multiply the variables by adding their exponents, since they have the same base ss.s×s2=s1+2=s3s \times s^{2} = s^{1+2} = s^{3}
  4. Combine Results: Combine the results from Step 22 and Step 33 to get the final answer. 80s380s^{3}

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