Which quadrant 180 - - - 270 degrees lies-

The correct option is C quadrant III I→ 0^o 90^o II→ 90^o 180^o III→ 180^o 270^o IV→ 270^o 360^o Therefore, Answer is quadrant III ...

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Circular Measurement of Angle

Which quadran...

Question

Which quadrant $180 < θ < 270$ degrees lies?

quadrant II

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quadrant III

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quadrant I

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quadrant IV

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Solution

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cosec θ + sec (270 ° - θ) - cosec (270 ° + θ) + sec (180 ° - θ)

cos α = \frac{12}{13}, cot β = \frac{24}{7}, 90^{\circ} < α < 180^{\circ}

180^{\circ} < β < 270^{\circ}

α + β

cos α = - \frac{12}{13}, cot β = \frac{24}{7}, 90^{\circ}

α

180^{\circ}

180^{\circ}

β

270^{\circ},

α + β

tan \frac{θ}{4}

cos θ = - 0.8

180^{\circ} < θ < 270^{\circ}

180^{o}

(270^{o} / 360^{o})

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