Question

Solve this

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Answer 1

`\sqrt{33 + \sqrt{4 + √(50 \cos(60°) ) } }`

• Now, we know cos(60°) =
  `\frac {1}{2}`. So put the value there.

`\sqrt{33 + \sqrt{4 + \sqrt{50 * (1)/(2) } } } \\ = \sqrt{33 + \sqrt{4 + √(25) } } \\ = \sqrt{33 + √(4 + 5 ) } \\ = \sqrt{33 + √(9) } \\ = √(33 + 3) \\ = √(36) \\ = 6`

Hence LHS = RHS [Proved]

Hope you could understand.

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