Practice problem
Rewrite in terms of sin(x)\sin(x)sin(x) and cos(x)\cos(x)cos(x). sin(x+11π6)\\\sin(x+\frac{11\pi}6)sin(x+611π)
32cos(x)+12sin(x)\frac{\sqrt3}2\cos(x)+\frac12\sin(x)23cos(x)+21sin(x)
32cos(x)−12sin(x)\frac{\sqrt3}2\cos(x)-\frac12\sin(x)23cos(x)−21sin(x)
32sin(x)+12cos(x)\frac{\sqrt3}2\sin(x)+\frac12\cos(x)23sin(x)+21cos(x)
32sin(x)−12cos(x)\frac{\sqrt3}2\sin(x)-\frac12\cos(x)23sin(x)−21cos(x)
Type a concept, like “slope” or “photosynthesis”.