Home
Class 12
MATHS
Let Ma n dN be two 3xx3 non singular ske...

Let `Ma n dN` be two `3xx3` non singular skew-symmetric matrices such that `M N=N M` If `P^T` denote the transpose of `P`, then `M^2N^2(M^TN)^(-1)(M N^(-1))^T` is equal to
a. `M^2`
b. `-N^2`
c. `-M^2`
d. `M N`

Promotional Banner

Similar Questions

Explore conceptually related problems

Let m and N be two 3x3 matrices such that MN=NM. Further if M!=N^2 and M^2=N^4 then which of the following are correct.

If m , n are positive integers and m+nsqrt(2)=sqrt(41+24sqrt(2)) , then (m+n) is equal to

The common ratio of the G.P. a^(m-n), a^(m), a^(m+n) is ……………

If sum of m terms is n and sum of n terms is m, then show that the sum of (m + n) terms is -(m + n).

If A.M. and G.M. between two numbers is in the ratio m : n then prove that the numbers are in the ratio (m+sqrt(m^2-n^2)):sqrt((m-m^2-n^2))dot

The common ratio of the G.P. a^(m-n) , a^m , a^(m+n) is ………… .

Show that the sum of (m+n)^(th)and(m-n)^(th) term of an A.P is equal to twice the m^(th) term.