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Solving A Trigonometric Equation

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Solve for tt (measured in radians and with 0≤t≤2π0\le t\le2\pi) in the equation
3+sin⁡(t)+22+cos⁡(t)=3.\sqrt{3+\sin(t)}+\frac{2}{2+\cos(t)}=3.
Hint: Express the terms in terms of sin⁡(t)\sin(t) and cos⁡(t)\cos(t) and look for critical values.

A

t=2πt=2\pi

B

t=πt=\pi

C

t=3π2t=\frac{3\pi}{2}

D

t=π2t=\frac{\pi}{2}

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