m=(1)/(21)sqrt((T)/(m))

Show that (1)/(log_(n)m)+(1)/(log_(sqrt(n))m)+(1)/(log_(3sqrt(n))m(1)/(4))+......(1)/(log_(10sqrt(n))m)=log_(m)n^(55)

Simplify: (((4)^(M+(1)/(4))xx sqrt(2xx2^(m)))/(2sqrt(2^(-M))))^((1)/(M))*(-1)^(64)

What is the simplified value of [(4^(m+1/4) xx sqrt(2 xx 2^(m)))/(2sqrt(2^(-m)))]^(1/m) ?

Simplify : ((4^(m+(1)/(4))xxsqrt(2.2^m))/(2.sqrt(2^(-m))))^((1)/(m)) .

Show that the period of a simple pendium is given by T=2pi sqrt((m)/(m),(1)/(g)) where m is the 'internial mass' and m is the 'gravitional mass' of the bob.

find the value of m,(sqrt(m+1)+sqrt(m-1))/(sqrt(m+1)-sqrt(m-1))=2m-(1)/(2)

If m=7+4 sqrt(3),(sqrt(m)+(1)/(sqrt(m)))=? / यदि m = 7 + 4 sqrt(3) , ( sqrt( m) + (1)/( sqrtm ) ) = ?

{(25^(m+1/4).sqrt(5.5^(m)))/(5.sqrt(5^(-m)))}^(1/m)

" Find "m+(1)/(m)," if "quad M=(sqrt(5)-sqrt(3))/(sqrt(5)+sqrt(3))