What is cos((θ-pi)-sin(pi+θ)) ?

The solution to cos((θ-pi)-sin(pi+θ)) is cos(θ-pi+sin(θ))

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simplify cos((θ-pi)-sin(pi+θ))

simplify

cos ((θ - π) - sin (π + θ))

cos (θ - π + sin (θ))

Solution steps

cos ((θ - π) - sin (π + θ))

Rewrite using trig identities

= cos (θ - π + sin (θ))

Rewrite using trig identities

= cos (θ - π + sin (θ))

sin (- \frac{16 π}{2} + x)

cos (π + (- (n p i)))

1^{2} + (- tan (t))^{2}

10 cos (2 x + \frac{π}{2})

cos^{- 2} (y) d y

What is cos((θ-pi)-sin(pi+θ)) ?
The solution to cos((θ-pi)-sin(pi+θ)) is cos(θ-pi+sin(θ))