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1- Simplify anythi 2- Simplify any Ex 3- Multiplication 4-Addition or Su 9) 3^(2)+6-2×7

11- Simplify anythi\newline22- Simplify any Ex\newline33- Multiplication\newline44-Addition or Su\newline99) 32+6−2×7 3^{2}+6-2 \times 7

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Full solution

Q. 11- Simplify anythi\newline22- Simplify any Ex\newline33- Multiplication\newline44-Addition or Su\newline99) 32+6−2×7 3^{2}+6-2 \times 7
  1. Simplify Exponentiation: Simplify the exponentiation part of the expression. 323^{2} means 33 raised to the power of 22, which is 3×33 \times 3. Calculation: 3×3=93 \times 3 = 9
  2. Perform Multiplication: Perform the multiplication part of the expression.\newline2×72 \times 7 means 22 multiplied by 77.\newlineCalculation: 2×7=142 \times 7 = 14
  3. Addition and Subtraction: Perform the addition and subtraction part of the expression.\newlineWe have the results from the previous steps, which are 99 from the exponentiation and 1414 from the multiplication. Now we add 66 to 99 and then subtract 1414.\newlineCalculation: (9+6)−14=15−14(9 + 6) - 14 = 15 - 14
  4. Final Calculation: Final calculation to get the result.\newlineWe subtract 1414 from 1515.\newlineCalculation: 15−14=115 - 14 = 1

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