Statement 1: `"Delta"=|m y+n z m q+n r m b+n c k z-m x k r-m p k c-m a-n x-k y-n p-k q-n a-k b|` is equal to 0. Statement 2: The value of skew symmetric matrix of order 3 is zero.

Statement 1: "Delta"= |m y+n z m q+n r m b+n c k z-m x k r-m p k c-m a (-n x-k y) (-n p-k q) (-n a-k b)| is equal to 0. Statement 2: The value of skew symmetric matrix of order 3 is zero.

Statement 1: "Delta"= |[m y+n z, m q+n r, m b+n c],[k z-m x, k r-m p, k c-m a],[-n x-k y,-n p-k q,-n a-k b]| is equal to 0. Statement 2: The value of skew symmetric matrix of order 3 is zero.

Assume X, Y, Z, W and P are matrices of order 2 × n , 3 × k , 2 × p , n × 3 and p × k respectively.If n = p, then the order of the matrix 3X - 6Z is:

If x, y, k, m, n are positive and x + y = k, then find the maximum value of x^(m)y^(n) .

If A is a skew-symmetric matrix such that (A^(n))'=kA^(n), n in N , then the value of k is

If p is nearly equal to q and n gt 1 , such that ((n+1) p+(n-1)q)/((n-1)p+(n +1)q) = ((p)/(q))^(k) , then the value of k, is

If m and n are roots of the equation (x+p)(x+q)-k=0 then find the roots of the equation (x-m)(x-n)+k=0

If A =[(a,b,c),(x,y,z),(l,m,n)] is a skew-symmetric matrix,m nthen which of the following is equal to x+ y+ z?