`sqrt (2xxsqrt(2xxsqrt(2xxsqrt(2xx2^(42)))))`

sqrt(26)xxsqrt(6.24)xxsqrt(102)=?

sqrt(512)xxsqrt(1250)

sqrt9xxsqrt16 =

Solve for x. x=sqrt2xxsqrt6xxsqrt(12)

9sqrt2xxsqrt2=………..

If sqrt(7)=2.646 , then find the value of (sqrt(2)+sqrt(14))^2 The following steps are involved in solving the above problem.Arrange them in sequential order. (A) 16+2sqrt(2)xxsqrt(2)xxsqrt(7) (B) 16+2xx2xsqrt(7) (C) (sqrt(2)+sqrt(14))^2=2+14+2sqrt(2)xxsqrt(14) (D) 16+4xx2.646=16+10.584=26.584

Simplify the following : (i) sqrt(-25)xxsqrt(-36) (ii) sqrt(-25)xxsqrt(49)

Simplify the following : (i) sqrt(-25)xxsqrt(-36) (ii) sqrt(-25)xxsqrt(49)