Question

pls give an answer fast. I need correct answer pls​

Answer 1

Question :-

The value of

$\sqrt{214 + \sqrt{130 - \sqrt{88 - \sqrt{44 + \sqrt{25} } } } }$

Solution :-

$\sqrt{214 + \sqrt{130 - \sqrt{88 - \sqrt{49} } } } \\ \\ \\ \sqrt{214 + \sqrt{130 - \sqrt{81} } } \\ \\ \\ \sqrt{214 + \sqrt{121} } \\ \\ \\ \sqrt{214 + 11} \\ \\ \\ \sqrt{225} = \sqrt{15 \times 15} = 15 \: \: \: \: ans$

Answer 2

${\huge{\bold{\purple{\bigstar{\boxed{\boxed{\bf{Question}}}}}}}}$

Find the value of:-

$\sf \sqrt{214 + \sqrt{130 - \sqrt{88 - \sqrt{44 + \sqrt{25} } } } }$

${\huge{\bold{\purple{\bigstar{\boxed{\boxed{\bf{Solution}}}}}}}}$

$\sf \sqrt{214 + \sqrt{130 - \sqrt{88 - \sqrt{44 + \sqrt{25} } } } }$

$\sf\implies \sqrt{214 + \sqrt{130 - \sqrt{88 - \sqrt{44+5} } } }$

$\sf\implies\sqrt{214 + \sqrt{130 - \sqrt{88 - \sqrt{49} } } }$

$\sf\implies\sqrt{214 + \sqrt{130 - \sqrt{88-7} } }$

$\sf\implies\sqrt{214 + \sqrt{130 - \sqrt{81} } }$

$\sf\implies \sqrt{214 + \sqrt{130-9} }$

$\sf\implies \sqrt{214 + \sqrt{121} }$

$\sf\implies\sqrt{214 + 11}$

$\sf\implies\sqrt{225}$

$\sf \implies{15}$

${\bold{\blue{\boxed{\bf{\dag Answer = 15}}}}}$

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