if root 3 tan theta is equal to 1 and theta is acute find the value of sin 3 theta + cos 2 theta....
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tan theta = 1/ √3
ne perpendicular= 1 and base = √3
now,
by Pythagoras therom, h= √ (1) + 3= 2
so , hypotenuse = 2
now , sin theta = perpendicular / hypotenuse
sin theta = 1/ 2
cos theta = b/ h = √3/ 2
a to question, sin 3 Theta + cos 2 theta
= 3× 1/2 + 2× √3/ 2 = 3/2 + √3=................3+ 2√3/ 2 is answer
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