`sin A=1/2, cos B=sqrt(3)/2`, find `A` and `B`.

if sin A=(1)/(2) and cos B=(sqrt(3))/(2) find the following

If sin(A-B)=1/2 and cos(A+B)=1/2 , find A and B.

If A and B are acute angles and (sin A)/(sin B)=sqrt(2) and (tan A)/(tan B)=sqrt(3), find A and B

If sin(A+B)=1 and cos(A-B)=(sqrt(3))/(2) then find A and B

If cos(A-B)=(1)/(2) and sin(A+B)=(sqrt(3))/(2) , then find A and B The following are the steps involved in solving the following problem. Arrange them in sequential order. (A) 2A=120^(@)implies A=60^(@) (B) :. A=60^(@),B=0^(@) . (C ) cos(A-B)=(1)/(2) implies cos(A-B) = cos60^(@) and sin(A+B)=(sqrt(3))/(2)implies sin(A+B) = sin 60^(@) . (D) A+B=60^(@) and A-B=60^(@) .

If sin A=(1)/(2),cos B=(sqrt(3))/(2), where (pi)/(2)

sin A=(1)/(2),cos B=(sqrt(3))/(2), where (pi)/(2)

If sin A=(1)/(2),cos B=(sqrt(3))/(2), where (pi)/(2)

If cos(A+B)=(1)/(2) and B= sqrt2," then find " A and B .