If `B\ >\ A` , then which expression will have the highest value (given that `A\ a n d\ B` are positive integers)? `A-B` (b) `A B` (c) `A\ +\ B` (d) Cant say

If B backslash>backslash A, then which expression will have the highest value (given that A backslash and backslash B are positive integers)? A-B( b) AB(c)A backslash+backslash B (d) Cant say

Which of the following solutions will have the highest b.d?

In Figure, it is given that A B=C D\ a n d\ A D=B Cdot Prove that A D C~=C B A

In Figure, it is given that /_A=/_C\ a n d\ A B=B Cdot Prove that A B D\ ~= C B E

Let a,b.c.d,e,f be positive integers such that (a)/(b) =b+f

In Figure, it is given that A B=C D\ a n d\ A D=B C. Prove that A D C\ ~= C B A .

Assume that a,b,and d are positive integers such that a^(5)=b^(4),c^(3)=d^(2) and c-a=19 determine d-b

Assume that a ,b,cand dare positive integers such that a^(5)=b4,c^(3)-d^(2) and c-a=19 Determine d-b.

In Figure, it is given that A B=B C a n d A D=E Cdot Prove that a b e ~= C B D (ii) B D=B E

If A=d i ag\ (a\ \ b\ \ c) , show that A^n=d i ag\ (a^n\ \ b^n\ \ c^n) for all positive integer n .