find under root 10 + under root 25 + under root 100 + under root 154 + under root 225
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√[10+√(25+√(108+√(154+√(225))))]
=>
√[10+√(25+√(108+√(154+√(15×15))))]
=>
√[10+√(25+√(108+√(154+15)))]
=>
√[10+√(25+√(108+√(169)))]
=>
√[10+√25+√(108+√(13×13)))]
=>
√[10+√(25+√(108+13))]
=>
√[10+√(25+√(121))]
=>
√[10+√(25+√(11×11))]
=>
√[10+√(25+11)]
=>
√[10+√(36)]
=>
√[10+√(6×6)]
=>
√[10+6]
=>
√16
=>
√(4×4)
=>
Answer =4
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