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2x32x^3 squared −1=- 1 =

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Full solution

Q. 2x32x^3 squared −1=- 1 =
  1. Understand the expression: Understand the expression.\newlineThe expression given is ＂2x32x^3 squared - 11＂. This means we need to square the term ＂2x32x^3＂ and then subtract 11 from the result.
  2. Square the term: Square the term ＂2x32x^3＂.\newlineTo square ＂2x32x^3＂, we multiply it by itself.\newline(2x3)2=(2x3)×(2x3)(2x^3)^2 = (2x^3) \times (2x^3)
  3. Perform the multiplication: Perform the multiplication.\newlineNow we multiply 2x32x3 by 2x32x3.\newline(2x3)×(2x3)=2×2×3×3(2x3) \times (2x3) = 2 \times 2 \times 3 \times 3
  4. Calculate the multiplication: Calculate the multiplication. 2×2×3×3=4×92 \times 2 \times 3 \times 3 = 4 \times 9
  5. Continue the calculation: Continue the calculation.\newline4×9=364 \times 9 = 36
  6. Subtract 11 from the result: Subtract 11 from the result.\newlineNow we subtract 11 from 3636.\newline36−1=3536 - 1 = 35

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