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Subtract.\newline(4p+7)(4p+2)(4p + 7) - (4p + 2)

Full solution

Q. Subtract.\newline(4p+7)(4p+2)(4p + 7) - (4p + 2)
  1. Write Problem: Write down the problem and remove the parentheses.\newline(4p+7)(4p+2)=4p+74p2(4p + 7) - (4p + 2) = 4p + 7 - 4p - 2
  2. Group Like Terms: Group the like terms.\newline(4p+7)(4p+2)=(4p4p)+(72)(4p + 7) - (4p + 2) = (4p - 4p) + (7 - 2)
  3. Combine Terms: Simplify the expression by combining like terms.\newline(4p4p)+(72)=0p+5(4p - 4p) + (7 - 2) = 0p + 5
  4. Final Simplified Expression: Since 0p0p is 00, the final simplified expression is just the constant term.\newline0p+5=50p + 5 = 5

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