The value of `2sinA cos^(3)A -2sin^(3)A cosA` is

The value of (sin A-cosA)^(2)+ (sinA+cosA)^(2) is _________

What is the value of ((sinA-2sin^(3)A))/((2cos^(3)A-cosA)) ?

If 3 tan A=4 , then find the value of (2 sinA-7 cos A)/(3 cosA+4) .

If 3cotA=2 , then find the value of (4sinA-3cosA)/(2sinA+3cosA)

If 3 cot A = 2, then find the value of (4sinA-3cosA)/(2sinA+3cosA)

((sinA-2sin^(3)A))/((2cos^(3)A-cosA)) = ?

The value of [(cos^(2)A(sinA+cosA))/("cosec"^(2)A(sinA-cosA))+(sin^(2)A(sinA-cosA))/(sec^(2)A(sinA+cosA))](sec^(2)A-"cosec"^(2)A)

Prove that: (sinA - 2sin^(3)A)/(2 cos^(3)A - cosA) = tan A

The simplified value of 1- (sin^(2)A)/(1+ cosA) + (1+ cosA)/(sinA) - (sinA)/(1- cosA) is: