sqrt(96)

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Compare : (i) (sqrt21)/(sqrt27)and(3sqrt2)/(2sqrt6) (ii) (3sqrt6)/(4sqrt5) and (sqrt45)/(sqrt96).

(96xxsqrt49)/(sqrt196)=?xxsqrt36

Show that 3log4-2log6+log(18)^((3)/(2))=log96sqrt(2)

Show that 3log4-2log6+log(18)^((3)/(2))=log96sqrt(2)

Find sqrt96.04

sqrt(1.96) = _________.

If sqrt(4096)=64, then value of sqrt(40.96)+sqrt(0.4096)+sqrt(0.004096)+sqrt(0.00004096)

Given that sqrt(4096) = 64 , the value of sqrt(4096) + sqrt(40.96) is