If `sin (A+B)=1` and `tan (A-B)= (1)/(sqrt(3))` then `A-B=?`

If tan (A+B) =1 and tan (A-B)= (1)/sqrt(3),0^(@)lt A+B lt 90^(@), then the value of sin (3A-7B) is :

If tan (A + B) = sqrt(3) and tan (A-B) =(1)/(sqrt(3)) A gt B , then the value of A is ..................

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

If sin(A+B) = sqrt3/2 and tan(A-B)= 1/sqrt3 , then (2A + 3B) is equal to : यदि sin(A+B) = sqrt3/2 तथा tan(A-B)= 1/sqrt3 है, तो (2A + 3B) का मान क्या होगा ?

If sin(A+B) =1 and tan(A-B) =1/(sqrt(3)) , 0^@ltA,Blt90^@ , find the value of : tan A+ cot B

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

If sin(A+B) =1 and tan(A-B) =1/(sqrt(3)) , 0^@ltA,Blt90^@ , find the value of : sec A - "cosec "B

If tan(A+B)=1 and A(-B)=(1)/(sqrt(2)) , then find A and B. The following are the steps involved in solving the above problem. Arrange them in sequential order. (A) tan (A+B)=1implies tan (A+B)=tan45^(@) and sin(A-B)=(1)/(sqrt(2))implies sin(A-B)=sin45^(@) . (B) 2A=90^(@)implies A=45^(@) . (C ) A+B=45^(@) and A-B=45^(@) . (D) :. A=45^(@) and B=0^(@) .

If tan(A+B)=sqrt(3) and tan(A-B)=(1)/(sqrt(3))0^(@)<=A+B<=90^(@)a<=B, find A and B .