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Find $B, C,$ and $D$ so that the graph of $y=-3 \sin [B(x-C)]+D$ is the same as the graph of $y=3 \sin [4(x-\pi / 2)]+5$...

Question

Find $B, C,$ and $D$ so that the graph of $y=-3 \sin [B(x-C)]+D$ is the same as the graph of $y=3 \sin [4(x-\pi / 2)]+5$

Find $B, C,$ and $D$ so that the graph of $y=-3 \sin [B(x-C)]+D$ is the same as the graph of $y=3 \sin [4(x-\pi / 2)]+5$



Answers

sketch the graph of the function. $$ y=-\sin \frac{2 \pi x}{3} $$


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