Find the period of (2sinX+3cosX/2)/4tan2X-7sin3X
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Answer:
Step-by-step explanation:
=(2sinx+3cosx/2)/4tan2x-7sin3x
=period=lcm of the numerator/hcf of the denominator
=(lcm of 2pi and 4pi)/(hcf of pi/2,2pi/3)
=4pi/1
=4pi
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