Use the appropriate reciprocal identity to find the exact value of sin 0 for the given value of csc 0. Rationalize denominators when applicable. V52 csc 0 = ..... sin 0 =D (Simplify your answer, including any radicals. Use integers or fractions for any numbers in the expression.)

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A: The fundamental trigonometric identities can be listed as follows. Pythagorean Identity Reciprocal…

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A: Given:The trignomentric expression is  sin(cos-1(x2−1)).

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Q: Use a calculator to find a decimal approximation for the following expression.   sin ​(−42′​)

A: Given problem:- Use a calculator to find a decimal approximation for the following expression.   sin…

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Q: If sin A = -12/13 with 180°<A<2700, find the following.  sin (A/2)  cos (A/2)  tan (A/2)  csc…

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A: 1. sin and cos are positive in Quadrant I 2. Sin is positive and cos is negative in Quadrant II 3.

Q: Determine whether the equation is an identity. If it is an identity, prove it. ((cot^2)x) / (csc x -…

A: Given,

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A: sinA=side opposite to AHypotenuse

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Q: Given: sin 0 = , where 0 < 0 < 90 17 Find: cos 20

A: See the answer below

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A: To evaluate the given trigonometric function as an expression in x

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Q: Given Sin 55°x 0.82 Find cos 35° 55 B

A: Given that : - sin 55°≈0.82 cos 35°=?

Q: Use the unit circle to estimate the sin 32° and the cos 32° to the nearest hundredth. A 08 06 04 02…

A: From the definition of sine, sinθ=opposite side to θhypotenuse=pr. From the definition of cos,…

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Q: photo attached

A: The given identity is

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Q: Find the exact value of sin (a+ B) if sin a= 4 and sin B= 1 with a in quadrant I and B in quadrant…

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A: Given: cotθ=15, θ lies in quadrant III To Find: Exact value of each of the following a sin2θb cos2θc…

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A: We can find the value in the interval as below.

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A: -1/√5

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A: The domain of the inverse trigonometric function y=sin-1x  is -1,1 and the range is -π2,π2.

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Q: photo attached

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Q: Use the appropriate reciprocal identity to find the value of sin(0) , if csc(0) = 9. Give your…

A: We know that, from the trigonometric identities given as sinθ=1cosecθ                    ⋯⋯1 We…