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Cosine to Sine Function Conversion

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Which of the following sine functions is equivalent to the function h(θ)=4cos(3(θ+π4))5h(\theta) = 4\cos(3(\theta + \frac{\pi}{4})) - 5?

A

h(θ)=4sin(3(θ+π4)+π2)5h(\theta) = 4\sin(3(\theta + \frac{\pi}{4}) + \frac{\pi}{2}) - 5

B

h(θ)=4sin(3(θ+π4)π2)5h(\theta) = 4\sin(3(\theta + \frac{\pi}{4}) - \frac{\pi}{2}) - 5

C

h(θ)=4sin(3θ+3π4)5h(\theta) = 4\sin(3\theta + \frac{3\pi}{4}) - 5

D

h(θ)=4sin(3θ+5π4)5h(\theta) = 4\sin(3\theta + \frac{5\pi}{4}) - 5

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