A) `Tr(A)=8,Tr(B)=6=>Tr(A-2B)=`

If tr(A)=3,tr(B)=5 then tr(AB)=

Which of the following about the trace of a matrix is false? (1) tr(ABC)=tr(BCA)!=tr(ACB)=tr(BAC)=tr(CBA) (2) tr(AB)=tr(BA)(3)tr(A-B)=tr A-tr B(4)tr(A^(2))=(tr A)^(2)

Which of the following about the trace of a matrix is false? (1) tr (ABC)=tr(BCA) != tr(ACB)= tr(BAC) = tr(CBA) (2) tr(AB) = tr(BA) (3) tr(A-B) = trA - trB (4) tr(A^2)= (trA)^2

Consider A and B as 2xx2 matrices with determinant equal to 1 then tr(AB)-tr(A).tr(B)+tr(AB^(-1))+2 is_______

A=[[2,1],[4,1]]; B=[[3,4],[2,3]] & c=[[3,-4],[-2,3]] , tr(A)+tr[(ABC)/2]+tr[(A(BC)^2)/4]+tr[(A(BC)^2)/8]+.....oo is:

A=[[2,1],[4,1]]; B=[[3,4],[2,3]] & c=[[3,-4],[-2,3]] , tr(A)+tr[(ABC)/2]+tr[(A(BC)^2)/4]+tr[(A(BC)^2)/8]+.....oo is:

Consider three matrices A=[(2,1),(4,1)], B=[(3,4),(2,3)] and C=[(3,-4),(-2,3)]. Then the value of the sum tr(A)+tr((ABC)/2) +tr((A(BC)^2)/4)+tr((A(BC)^3)/8)+.......+oo is (A) 6 (B) 9 (C) 12 (D) none of these

Consider three matrices A=[(2,1),(4,1)], B=[(3,4),(2,3)] and C=[(3,-4),(-2,3)]. Then the value of the sum tr(A)+tr((ABC)/2) +tr((A(BC)^2)/4)+tr((A(BC)^3)/8)+.......+oo is (A) 6 (B) 9 (C) 12 (D) none of these