sin Ø + cos Ø tan Ø Find the value of cos Ø (A 2 tan Ø B 2 cos Ø C 2 sin Ø D 2 cot Ø

Q: csc A = 1 sec A = cot A = sin A cos A tan A 1 sin A = 1. tan A = Cos A = csc A sec A cot A

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A: topic - trigonometric ratios

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A: Given:

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Q: sin), co(), and tan() CoS and tan from the given information. 2 cot(x) = 3, 180° < x < 270° %3D sin)…

A: cotx=3,    180°&lt;x&lt;270° By using the identity csc2x-cot2x=1, we get…

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A: Explanation of the solution is given below...

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Q: Q/ Find value S ? 0-5= 0-909 Sin S+ o.265 Sin 2S %3D

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Q: Special Acute Angle 0 30° 45° 60° Complete the table below: sin 0 cos A tan 0 csc 0 sec 0 cot 0

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A: Given query is to verify the identity.

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Q: Verify the identity.

A: we have to verify the identity:    sin θ cos θ+ cos2θ=cos θ1+cot θcsc θ

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Q: V12 2+3+ cos The value of sin cot cos V 4 + sin 4 12 is

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