sin(5 π\pi -x)+cos(-11 π\pi+x)-sin(3 π\pi -x)+sin(7 π\pi +x)

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on Mar 29, 2025 at 3:08 am



You asked:

Evaluate the expression: sin⁡(5π−x)+cos⁡(−(11π)+x)−sin⁡(3π−x)+sin⁡(7π+x)\sin\left( 5 \pi - x \right) + \cos\left( -\left( 11 \pi \right) + x \right) - \sin\left( 3 \pi - x \right) + \sin\left( 7 \pi + x \right)

MathBot Answer:

sin⁡(5π−x)+cos⁡(−(11π)+x)−sin⁡(3π−x)+sin⁡(7π+x)=−sin⁡(x)−cos⁡(x)\sin\left( 5 \pi - x \right) + \cos\left( -\left( 11 \pi \right) + x \right) - \sin\left( 3 \pi - x \right) + \sin\left( 7 \pi + x \right) = - \sin{\left(x \right)} - \cos{\left(x \right)}

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