Solution of Triangle in different cases :- (5)When `bgtcsinB;cltb;` and `B` is an obtuse angle (6) when `bgtc; B=90^@` (7) `blec and B=90^@`

Solution of Triangle in different cases :- (1) When bltcsinB (2) b=csinB and B is an acute angle (3)bgtcsinB;bltc and B is an acute angle (4) bgtcsinB;cltb;and B is an acute angle

Solution of Triangle in different cases :- (5) When b>c sin B;c c;B=90^(@) (7) b>c;B=90^(@)(8)b<=c and B=90^(@)

In triangleABC , angle B = 90^(@) then

In a triangle ABC, if 2b=a+c and A-C=90, then sin B equals

In triangle ABC , a=2,b=sqrt3 and A=90^@ , then find B?

If A and B are acute angles such that sin A =cos B , prove that (A+B)=90^@ .

If in triangle ABC ,angleC=90^@ then tanA+tan B=

If tan A =cot B where A and B are acute angles prove that A+B= 90 ^(@)

If tan A =cot B where A and B are acute angles prove that A+B= 90 ^(@)