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(8^(2)+8(2))/(2-12) =

82+8(2)2−12 \frac{8^{2}+8(2)}{2-12} =

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Full solution

Q. 82+8(2)2−12 \frac{8^{2}+8(2)}{2-12} =
  1. Calculate Numerator: Calculate the numerator of the expression.\newlineThe numerator is 82+8(2)8^{2} + 8(2). First, calculate 88 squared, which is 8×88 \times 8, and then multiply 88 by 22.\newline82=8×8=648^{2} = 8 \times 8 = 64\newline8(2)=8×2=168(2) = 8 \times 2 = 16\newlineNow, add these two results together.\newline64+16=8064 + 16 = 80
  2. Calculate Denominator: Calculate the denominator of the expression.\newlineThe denominator is 2−122 - 12. Subtract 1212 from 22.\newline2−12=−102 - 12 = -10
  3. Divide Numerator by Denominator: Divide the numerator by the denominator.\newlineNow that we have the numerator 8080 and the denominator −10-10, we divide the numerator by the denominator.\newline80−10=−8\frac{80}{-10} = -8

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