Question

Find The Valueof roots

Answer 1

Hey there !!


→ The correct answer is option (4) 64.


▶ Explanation :-


$\bf = \sqrt{4082 + \sqrt{188 + \sqrt{64.} } }$

$\bf = \sqrt{4082 + \sqrt{188 + \sqrt{8 \times 8.} } }$


$\bf = \sqrt{4082 + \sqrt{188 + 8.} }$


$\bf = \sqrt{4082 + \sqrt{196.} }$


$\bf = \sqrt{4082 + \sqrt{14 \times 14.} }$


$\bf = \sqrt{4082 + 14.}$


$\bf = \sqrt{4096.}$


$\bf = \sqrt{64 \times 64.}$


$\huge \boxed{ \boxed { \bf = 64.}}$


✔✔ Hence, it is solved ✅✅.

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THANKS


#BeBrainly.

Answer 2

$\sqrt{4082 + \sqrt{188} + \sqrt{64} } \\ \sqrt{4082 + \sqrt{188} + \sqrt{8 \times 8} } \\ \sqrt{4082 + \sqrt{188 + 8} } \\ \sqrt{4082 + \sqrt{196} } \\ \sqrt{4082 + \sqrt{14 \times 14} } \\ \sqrt{4082 + 14} \\ \sqrt{4096} \\ \sqrt{64 \times 64} \\ 64$
The required solution for the above Expression is 64.

Option (4) 64 is the right answer !!

#Be Brainly!!