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Simplify the expression:\newline7(8t+1)7(8t + 1)

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Full solution

Q. Simplify the expression:\newline7(8t+1)7(8t + 1)
  1. Expand and Multiply: Write 7(8t+1)7(8t + 1) in expanded form.\newlineEach term inside the parentheses should be multiplied by 77.\newline7(8t+1)=7×8t+7×17(8t + 1) = 7 \times 8t + 7 \times 1
  2. Simplify Expression: Multiply to write the simplified expression.\newline7×8t=56t7 \times 8t = 56t and 7×1=77 \times 1 = 7, so the expression becomes:\newline7(8t+1)=56t+77(8t + 1) = 56t + 7

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