Question: How does the formula for the general sine function (x) = Asin ((2/B)(x - C)) + D relate to the shifting, stretching, compressing, and reflection

How does the formula for the general sine function ƒ(x) = Asin ((2π/B)(x - C)) + D relate to the shifting, stretching, compressing, and reflection of its graph? Give examples. Graph the general sine curve and identify the constants A, B, C, and D.

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