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Simplify. Express your answer using positive exponents.\newline(7s6)(10s9)(7s^6)(10s^9)

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Full solution

Q. Simplify. Express your answer using positive exponents.\newline(7s6)(10s9)(7s^6)(10s^9)
  1. Multiply coefficients and exponents: Multiply the coefficients and add the exponents of like bases.\newline(7s6)(10s9)=(7×10)×(s6×s9)(7s^6)(10s^9) = (7 \times 10) \times (s^6 \times s^9)
  2. Calculate coefficient product: Calculate the product of the coefficients.\newline7×10=707 \times 10 = 70
  3. Add exponents for s: Add the exponents for s.\newlines6×s9=s(6+9)=s15s^6 \times s^9 = s^{(6+9)} = s^{15}
  4. Combine results: Combine the results to write the simplified expression. 70×s15=70s1570 \times s^{15} = 70s^{15}

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