If `sinA+cosA=0` and A lies in 4th quadrant, find the values of `sinA` and `cosA.`

Find the minimum values of: 4sinA+3cosA

If sinA=cosA,then find the value of sin 2A.

If sinA=cosA,then find the value of sin 2A.

If cosA =(4)/(5) and angleA is not is Quadrant I, what is the value of sinA ?

If sinA/3=sinB/4=1/5 and A,B are angles in the second quadrant,find the value of 4cosA+3cosB

If cosA=0.6 , find the value of 5sinA-3tan A.

If sinA+cosA=(3)/(5) , then find the value of sinA-cosA .

If A lies in the first quadrant and 6tanA = 5, then the value (8 sinA -4 cosA)/(cosA + 2 sinA) is : यदि A प्रथम चतुर्थाश में स्थित है तथा 6tanA = 5 है, तो (8 sinA -4 cosA)/(cosA + 2 sinA) का मान क्या होगा ?

Given that 16cotA=12 ; find the value of (sinA+cosA)/(sinA-cosA) .

If cosA=3/5 , then find the value of (sinA-cosA)/(2tanA)