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(Solved): Rewrite 3sin(x)+2cos(x) as Asin (x+o/) Rewrite \( 3 \sin (x)+2 \cos (x) \) as \( A \sin (x+\phi) \) ...


Rewrite 3sin(x)+2cos(x) as Asin (x+o/)

Rewrite \( 3 \sin (x)+2 \cos (x) \) as \( A \sin (x+\phi) \) \( A= \) \( \phi= \) Note: \( \phi \) should be in the interval
Rewrite \( 3 \sin (x)+2 \cos (x) \) as \( A \sin (x+\phi) \) \( A= \) \( \phi= \) Note: \( \phi \) should be in the interval \( -\pi<\phi<\pi \)


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Given that, 3sin?(x)+2cos?(x) We have to rewrite as Asin?(x+?
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