" Find: "sqrt(10+sqrt(25+sqrt(108+sqrt(154+sqrt(225)))))

sqrt(10+sqrt(25+sqrt(108+sqrt(154+sqrt(225))))) is (a) 4( b) 6(c)8(d)10

sqrt(8 + sqrt(57 + sqrt(38 + sqrt(108 + sqrt(169)))))=?

sqrt(1521)+sqrt(225)=?

Find square root of 5 + sqrt10 + sqrt15 + sqrt6.

Do the sum : (i) sqrt(12) + sqrt(108) (ii)sqrt(8) + sqrt(50)

Evaluate : (15)/(sqrt(10)+sqrt(20)+sqrt(40)-sqrt(5)-sqrt(50)), is being given that sqrt(5)=2.236 and sqrt(10)=3.1362

prove that sqrt108 -sqrt75=sqrt3