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WHEN COMPARING FUNCTIONS, EXPLAIN HOW TO FIND THE MAXIMUM VALUE FOR EACH FUNCTION AND DETERMINE WHICH FUNCTION HAS THE LARGEST MAXIMUM Y-VALUE.

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the maximum value of any sine and cosine is 1

therefore coefficient of each function determine which one has largest maximum value

2(cosx) has maximum value for x=0 or 2pi and it is 2

3 sin ( x+ pi) has maximum value for x= 3pi / 2 or - pi/2

the function has a value ( 0,2)

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