यदि `(A+B)=sqrt3` और `tan(A-B)=(1)/(sqrt3),0^(@)lt(A+B) le90^(@),A gtB` तो A तथा B का मान ज्ञात कीजिए।

If tan (A+B) = sqrt3 and tan(A-B)=1/sqrt3,0^(@)ltA+Ble90^(@),A gt B , find A and B .

If tan (A+ B)= sqrt3 and tan (A-B) =1/(sqrt3):0^(@)ltA+Blt90^(@),AgtB , find A and B.

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

If tan(A+B)=sqrt3 and tan(A-B)=(1)/(sqrt3),0^(@)lt A+Ble90^(@), A gt B , then find the value of A and B.

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

If tan(A+B)= sqrt3 and tan(A-B)= 1/sqrt3 , 0^@angleA+Ble90^@ , A>B, find A and B .

If tan ( A + B ) = sqrt 3 and tan ( A - B ) = ( 1)/(sqrt 3 ) : 0 ^@ lt A + B le 90^@ , A gt B find A and B

if tan ( A + B ) = sqrt 3 and tan ( A - B ) = ( 1)/(sqrt 3 ) : 0 ^@ lt A + B le 90^@ , A gt B find A and B

If tan(A+B)=sqrt3 and tan(A-B)=1/sqrt3 :find A and B.