SOLUTION: the identity of the equation: (sin x - cos x)^2 = 2 - (sin x + cos x)^2

SOLUTION: the identity of the equation: (sin x - cos x)^2 = 2 - (sin x + cos x)^2

Algebra.Com

Question 1071432: the identity of the equation:
(sin x - cos x)^2 = 2 - (sin x + cos x)^2
Answer by ikleyn(52864) (Show Source): You can put this solution on YOUR website!
.
What is your question (if you have it . . . ) ?

RELATED QUESTIONS
prove the identity of (sin x)(cot x +cos x tan x)=cos x + sin^2... (answered by stanbon)

Verify the identity. cos (x - y) - cos (x + y) = 2 sin x sin y (answered by solver91311)

Verify the identity. cos (x - y) - cos (x + y) = 2 sin x sin y (answered by lynnlo)

Verify the identity. cos (x - y) - cos (x + y) = 2 sin x sin y (answered by lynnlo)

Verify the identity: (cos x-sin... (answered by robertb)

verify the identity cos (x + pi/2) = -sin... (answered by tommyt3rd)

verify the identity. cos (x + pi/2) = - sin... (answered by Theo,MathLover1)

Verify the identity. cos( x (pi/2)) = -sin x (answered by Alan3354)

Verify the identity. sin (x + y) - sin (x - y) = 2 cos x sin y (answered by jim_thompson5910)