A=[{:(a,b),(b,-a):}] এবং MA=A^(2m), কিছু ম্যাট্রিক্স M-এর জন্য N তে m, তারপর নিচের কোনটি...

A=[{:(a,b),(b,-a):}] and MA=A^(2m) , m in N for some matrix M , then which one of the following is correct ?

(ax)^(m)+(b)^(n)

{((a)/(b))^(m)}^(-n) is equal to:

m - nm - n - an - a - ma -

If M(a, b)=a^(2)+b^(2)+ab,N(a, b)=a^(2)+b^(2)-ab . Find the value of M(7, N(9, 4)) .

If y=(ax+b)^m then find D^n(ax+b)^m

If M = a (m + n) and N=b(m-n), then the value of (M/a+N/b) div (M/a - N/b) is:

lim_(x rarr oo)(a_(0)x^(n)+a_(1)x^(n-1)+a_(2)x^(n-2)+...+a_(n))/(b_(0)x^(m)+b_(1)x^(m-1)+b_(2)x^(m-2)+...+b_(m)) ; m, n>0 is equal to A. 0 when m > n B. oo when m C. (a_(0))/(b_(0)) when m=n D. none of these