Given that cos2a =- and a terminates in quadrant I, find the exact value of sina, sina= (Simplify your answer, including any radicals. Use integers or fractions for any numbers in the expression.)

Q: Given sin 0 = - and angle 0 is in Quadrant III, what is the exact value of cos 0 in simplest form?…

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Q: Given: cos x = and x is in Quadrant I. Find the exact values of sin (2x), cos (2x), and tan (2x)…

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Q: Given sin 0 33 %3D and angle 0 is in Quadrant II, what is the exact value of cos 0 in simplest form?…

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Q: Given that cos(0) 5/29 and 0 is in Quadrant II, what is sin(0)? Give your answer as an exact…

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Q: Use the given information as sin θ = 12/13, θ lies in quadrant II to find the exact value of each of…

A: Sinθ=1213Cosθ=1-sin2θCosθ=1-12132Cosθ=1-144169Cosθ=25169Cosθ=±513θ is in quadrant II so ,Cosθ=-513

Q: When using the half-angle formula for sin (A/2) or cos (A/2), the sign in front of theradical is…

A: When using the half-angle formula for sin (A/2) or cos (A/2), the sign in front of theradical is…

Q: 15 and A is in quadrant 2. 17 Find cos(2A), if sin(A)

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Q: Given sin 0 = - and angle 6 is in Quadrant III, what is the exact value of cos 0 in simplest form?…

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Q: 24 Given cos 0 = - and angle 0 is in Quadrant III, what is the exact value of sin 0 in simplest…

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Q: Determine sin20, cos20, and tan20 and the quadrant in which 20 lies, given the information below.

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Q: You are given that sin(A) = , with A in Quadrant II, and cos(B) =, with B in Quadrant I. Find sin(A…

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Q: 2/13 sin(0) 13

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Q: Given that sin(0) = - 2/13 and 0 is in Quadrant IV, what is cos(20)? 13

A: We have given the value of  sinθ=-21313 and we have to calculate cos2θ

Q: Given cos 0 and angle 0 is in Quadrant IV, what is the exact value of sin 0 in 6. simplest form?…

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Q: If cos(0) = sin(0) = - 1 and is in quadrant III, find the exact value of sin(0). 9

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Q: Find tanØ, given that sin = 3/4 and Ø is in Quadrant II

A: Find tanØ, given that sin = 3/4 and Ø is in Quadrant II

Q: Given that sin A = -3/5 and the terminal side of A is in quadrant 3, find the exact value of…

A: In the 3rd quadrant both sine and cosine will be negative.

Q: If sin(0) = and 0 is in Quadrant III, then 13 - what is cos()? 2 Simplify your answer completely.

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Q: Given sin a = 0.019 and cos 3 = 0.342 with both angles' terminal rays in Quadrant-I, find the…

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Q: Given tan0= -3/4, 0 is in quadrant II, find sin2 0

A: First find the angle theta in II quadrant and than use the trigonometric identities.

Q: Given that sin(0)=- (v17)/17, and 0 is in quadrant II, what is cos(0)? Give your answer as an exact…

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Q: Given sin 0 = - and angle 0 is in Quadrant IV, what is the exact value of cos 0 in simplest form?…

A: According to the problem, we have

Q: Use the given information to find the exact value of the expression. sin θ = 24/26 , θ lies in…

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Q: and that angle A is in Quadrant IV, find the exact value of csc A V91 10 Given cos A : in simplest…

A: The objective is to find the exact value of cscA.

Q: Given that cos(0) = 2/5 and 0 is in Quadrant. 5 II, what is cos(20)?

A: According to question given thatcos(θ)=-255

Q: Given sin 0 = and angle 0 is in Quadrant II, what is the exact value of cos 0 in simplest form?…

A: Given: sin θ=12 θ is in second quadrant.

Q: Given that cos(0) < 0 and sin(0) < 0, in which quadrant does 0 lie? Select the correct answer below:…

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Q: If sin θ = 4/5 and θ lies in quadrant II, find the exact value of cos 2θ.

A: Given, sinθ=45 θ lies in quadrant II.

Q: Use the given information to find the exact value of the expression. sin θ = 15/17, θ lies in…

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Q: Given, cos a= a lies in quadrant IV, find each of the following. In the first box, show the…

A: Given data is: cosα=59  , αlies in the fourth quadrant. To find the value of  (1) sin2α (2) cos2α

Q: Find the exact value of sin α​, given that cos α=− 611 and α is in quadrant II.

A: Given: Cos α = -6/11

Q: Given that sin A= -12/13 and the terminal side of A is in quadrant 4, find the exact value of…

A: sin A=-12/13

Q: Given that sin(0) = 2V13 and 0 is in Quadrant 13 IV, what is cos(20)?

A: Solution: The objective is to find the value of cos(2theta)

Q: Given: tan x = * and x is in Quadrant IV. Find the exact values of sin (), cos (), and tan ()…

A: According to the problem, we have

Q: Find the exact value. Given that sin 0 = - 4 with 0 in quadrant IV, find tan 20. 24

A: Given that sinθ=-45. Obtain the value of tan 2θ as follows.

Q: Find cos(2A), if sin(A) and A is in quadrant 3. 41

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Q: If cos(0) 1 and 0 is in quadrant IV, find the exact value of sin(0). 8 sin(0) =

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Q: Given that sin 0 =-- and 0 lies in quadrant IV, find the exact value of cos

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Q: 80 and A is in quadrant 4. 89 Find cos(2A), if sin(A)

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Q: Given sin 0 = - and angle 0 is in Quadrant III, what is the exact value of cos 0 in simplest form?…

A: We have to find the cos angle

Q: 45 and A is in quadrant 4. 53 Find sin(2A), if sin(A) = -

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Q: Given that cos θ = 5 13 and θ is in quadrant IV, find the exact value of tan (θ 2)

A: Concept:

Q: Given that csc(0) = ; and 0 is in Quadrant II, find the exact value of sin(20).

A: Given data is : cosecθ=52, θ is in quadrant II Find the exact value of sin2θ

Q: given that cos ( θ ) = - ( 3 square root 13 ) over (13) , and θ is in quadrant III, what is cos…

A: Given,          cosθ=-31313 , θ is in quadrant III.

Q: Find the value of cos⁡θ, given that sin⁡ θ=8/17 and θ is in quadrant I.

A: The sine and cosine functions are co functions . In the first quadrant all the trigonometric…

Q: Given: tan x 12 5 2 and æ is in Quadrant IV. | Find the exact values of sin (), cos (), and tan ()…

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Q: If sin of theta is equal to -8/17 and theta is in quadrant 3, find tan(theta/2)

A: Proceed as shown below

Q: The question says: "Find sin(2x), cos(2x), and tan(2x) from the given information: tanx= -4/3, x in…

A: Find sin (2x).

Q: Find the exact value of cos 240' using the compound angle formula. 1 ,and A is in the fourth…

A: Solution : a) We have to find out the exact value of cos240° using the compound angle formula. b)…

Q: If cos 0 ,and 0 is in quadrant II, find the exact value of tan Simplify COMPLETELY.

A: cosθ=-25,   θ∈ quadrant II