If `A=[[i,-i],[-i, i ]]` and `B=[[1,-1],[-1,1]]` ,then `A^( 8 )`equals,(where `i=sqrt(-1)` )
4B
128 B
-128 B
-64 B

If A=[[i,0],[0,i]] and B=[[0,-i],[-1,0]] then (A+B)(A-B)=

If A=[{:(i,-i),(-i, i):}] and B=[{:(1,-1),(-1,1):}] , then A^(4) equals to-

If A=([i,-i],[-i,i]) , B=([1,-1],[-1,1]) , A^(8)=KB and K=a^(b) then a+b=

sqrt((-8-6i)) is equal to (where, i=sqrt(-1)

If A=[i-i-i i]a n dB=[1-1-1 1],t h e nA^8 equals 4B b. 128 B c. -128 B d. -64 B

If agt0 and blt0, then sqrt(a)sqrt(b) is equal to (where, i=sqrt(-1))

If A= [[i,-i],[-i,i]] B= [[1,-1],[-1,1]] and if A^(2)=alpha B , alpha in R^(*) then the numerical value of (alpha)/(32) is

If A=[[1,2],[2,1]] and B=(B+I)A+1 , then B is:

If A=[[2+i,-i3,4i]] and B=[[1-i,2i2i,3]] prove that A+B=[[3,i3+2i,4i+3]]