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Let’s check out your problem:

b^(2)=50

55. b2=50 b^{2}=50

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Full solution

Q. 55. b2=50 b^{2}=50
  1. Identify equation: Identify the equation to solve: b2=50b^{2} = 50.
  2. Take square root: Take the square root of both sides to solve for bb: b=±50b = \pm\sqrt{50}.
  3. Simplify square root: Simplify the square root: 50=(25⋅2)=52.\sqrt{50} = \sqrt{(25\cdot2)} = 5\sqrt{2}.
  4. Write final solution: Write the final solution: b=±52b = \pm 5\sqrt{2}.

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