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What values for q (0 < q < 2p) satisfy the equation? 2 square2 sin q + 2 = 0
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\[a. \pi/4,3\pi/4 B.3\pi/4, 5\pi/4 C. \pi/4,7\pi/4 \]
\[2\sqrt{2}\sin(x)+2=0\] \[2\sqrt{2}\sin(x)=-2\] \[\sin(x)=-\frac{\sqrt{2}}{2}\]is a start
how would u finish that
i would think of an angle (or number) whose sine is \(-\frac{\sqrt{2}}{2}\)
|dw:1365912334598:dw|Now pick angles in \((0,2\pi)\).
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