How do you solve $sin θ = 0.35$ $sintheta=0.35$ for $180 < θ < 270$ $180<theta<270$ ?

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How do you solve $sin θ = 0.35$ $sintheta=0.35$ for $180 < θ < 270$ $180<theta<270$ ?

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Answer 1 · 2017-02-17T10:27:06

no solution.

Explanation:

$for 180 < θ < 270$ $"for "180< theta<270$

$That is the 3rd quadrant$ $"That is the 3rd quadrant"$

$where sin θ < 0$ $"where "sintheta<0$

$\Rightarrow sin θ \neq + 0.35 in this quadrant$ $rArrsintheta≠+0.35" in this quadrant"$

$\Rightarrow no solution$ $rArr" no solution"$

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How do you solve $sin θ = 0.35$ $sintheta=0.35$ for $180 < θ < 270$ $180<theta<270$ ?

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Explanation:

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How do you solve sintheta=0.35sinθ=0.35sintheta=0.35 for 180<theta<270180<θ<270180<theta<270?

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How do you solve $sin θ = 0.35$ $sintheta=0.35$ for $180 < θ < 270$ $180<theta<270$ ?