Home
Class 11
MATHS
यदि sin A = 3/5 , cos B = (-12)/13 जहा...

यदि ` sin A = 3/5 , cos B = (-12)/13 ` जहाँ ` A in [ 0, (pi)/2 , B in ] pi , (3pi)/2` , तो निम्नलिखित के मान ज्ञात कीजिए ।
i) sin ( A − B ) ii) cos ( A − B ) iii) tan ( A + B )

Promotional Banner

Similar Questions

Explore conceptually related problems

If sinA=3/5, cosB=-12/13 , where A in 0,pi/2[,B in]pi,(3pi)/2 ,then evaluate the following: i) sin(A-B) ii) cos(A-B) iii) tan(A+B)

sin A = (12) / (13), cos B = - (3) / (5); 0

If sinA=3/5, cosB=-12/13 , where A in (0,pi/2) B in (pi,(3pi)/2) ,then evaluate the following: i) sin(A-B) ii) cos(A-B) iii) tan(A+B)

If sin A = 3/5, tan B = 1/2 and pi/2 lt A lt pi and pi lt B lt (3pi)/(2) then 8 tan A - sqrt(5) sec B =

If cos A=4/(5), cosB=12/13 and (3pi)/2 < A, B < 2pi then find the value of cos(A+B)

If cos A=4/(5), cosB=12/13 and (3pi)/2 < A, B < 2pi then find the value of cos(A+B)

If sinA=-5/13 , pi < A < (3pi)/2 and cosB=3/5 , (3pi)/2 < B < 2pi find sin(A+B)

If sinA=-5/13 , pi < A < (3pi)/2 and cosB=3/5 , (3pi)/2 < B < 2pi find cos(A-B)

If sinA=-5/13 , pi < A < (3pi)/2 and cosB=3/5 , (3pi)/2 < B < 2pi find tan(A+B)

If A - B = (pi)/(3) , then find cos A cos B + sin A sin B.