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Find the product. Simplify your answer. \newline7(4z2+2z)7(4z^2 + 2z)

Full solution

Q. Find the product. Simplify your answer. \newline7(4z2+2z)7(4z^2 + 2z)
  1. Distribute 77: Distribute the 77 to both terms inside the parentheses.7(4z2+2z)=7×4z2+7×2z7(4z^2 + 2z) = 7 \times 4z^2 + 7 \times 2z
  2. Multiply 77 by 44z^22: Multiply 77 by 4z24z^2.\newline7×4z2=28z27 \times 4z^2 = 28z^2
  3. Multiply 77 by 22z: Multiply 77 by 2z2z. \newline7×2z=14z7 \times 2z = 14z
  4. Combine results: Combine the results from the distribution.\newline7(4z2+2z)=28z2+14z7(4z^2 + 2z) = 28z^2 + 14z

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