CREATE FOUR NEW IDENTITIES LABELED A, B, C, AND D. EACH IDENTITY MUST START WITH A TRIGONOMETRIC EXPRESSION. THEN USE ANY IDENTITY TO BEGIN TO TRANSFORM ONE'STEP AT A TIME. FOR EACH STEP, STATE THE IDENTITY USED. IDENTITY A MUST CONTAIN AT LEAST TWO STEPS, IDENTITY B MUST CONTAIN AT LEAST THREE STEPS, IDENTITY C MUST CONTAIN AT LEAST 4 STEPS, AND IDENTITY D MUST CONTAIN AT LEAST 5 STEPS.

Q: Establish each identity. as attached.

A: Given identity, tan(3θ)=3tanθ-tan3θ1-3tan2θ

Q: Verify each identity mbine two fractions by using a comman denominator sin e sin con e cac Đ(1 +…

A: “Since you have posted a question with multiple sub-parts, we will solve the first three sub-parts…

Q: Establish each identity.

A: We have to establish the identity: sec θ·sin θ=tan θ We know the formula, cos θ sec θ=1⇒sec θ=1cos θ

Q: Verify each identity.     cot x = cos 3 x + cos x / sin 3 x - sin x

A: cos3x+cosxsin3x-sinx=2cos3x+x2cos3x-x22cos3x+x2sin3x-x2    ∵cosx+cosy=2cosx+y2cosx-y2&…

Q: Find the six trigonometric functions of  if  is in standard posi-tion and the point (-2, 3) is on…

A: The six trigonometric functions are:

Q: List the Identities Involving Arcsine and Arccosine?

A: Identities of Arcsine: sin(arc sin x ) = x arc sin (sin x) = x+2kπ , k is an integer arc sin(-x)=arc…

Q: Establish each identity. as attached.

A: To prove sec2θ=sec2θ2-sec2θ, Start with right hand side as follows.

Q: I'm working on fundamental identities. I can't understand how to solve  sec(5pi over 6).

A: We have to find the value of:  sec5π6   using trignometric identities.

Q: Find sec  theta  if tan theta = 8/15

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Q: Establish each identity given in attachment.

A: the given identity is: tanπ-θ=-tanθ we have to establish the given identity.

Q: Use one or more of the six sum and difference identities to find the exact value of the expression.

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Q: prove the identity 2 tan (theta)/1+tan2 theta=sin 2theta To verify the​ identity, start with the…

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Q: Find the last (right) two digits of 77'. use Euler's theorem to solve it

A: We need to find the last two digits of 777. To find the last 2 digits means we need to find the…

Q: Date Verify each identity. 1) cos (270° - 0) = -sin e 2) sin (90° + 0) = cos 0 3) cos (90° - 0) =…

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Q: Establish each identity.

A: To prove : sinπ+θ=-sinθ Concept used: Trigonometric identity sin(s+t)=sinscost+cosssint Here, s and…

Q: Establish each identity.

A: To establish the identity tan (π-θ)=-tanθ We know that  tan(A-B)=tan A-tan B1+tan Atan B So, we have…

Q: verify each identity: 1                 = 1 + tan2x 1-sin2x

A: First of all, consider the given identity to prove.The given equation is an identity.

Q: 2. Verify the identity:

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Q: Perform the multiplication and use the fundamental identities to simplify. Show all work on a…

A: Formula used  (a - b)² = a² + b² - 2ab sin²x + cos²x = 1 sin2x = 2sinxcosx

Q: Find tan theta if sin theta = 3/4 and theta terminates in QI. tan theta=?

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Q: Prove each identity. cos x 1- 1+ sinx 0. sinx %3D

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Q: 1 2 cos x- sec x 2

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Q: Show that each of the following is true.sin (180 degree - theta ) = sin theta

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Q: sec² () = 1+ cos x 2.

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Q: Find the last (right) two digits of 77". use Euler's theorem to solve it

A: we have to find the last two digits of 777

Q: Establish each identity given in attachment.

A: Given : tan2π-θ=-tanθ

Q: 4. Use an identity to find the value of tan (6– 180°). O - tan 0 tan 0 1 O-1

A: 4. We need to evaluate the value of the following quantity tanθ-180° Identity Used : tanA-B =…

Q: Verify each identity. 1. secx %3D = CSCX tanx

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Q: Prove that each of the following identities is true.   sec 2 theta  - tan 2 theta = 1

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Q: Simplify the expression using csc x-cotx fundamental identities.

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Q: Establish the identity: cot(2x) = 1/2(cotx-tanx)

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Q: Prove the identity: cos(tan-1 x)=1/sqrt(1+x2)

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Q: Find the exact value of the expression, if it is defined. (If an answer is undefined, enter…

A: Here we solve the inverse trigonometry.

Q: Verify each identity. tan 0- 1 2) cos (0 + T) =-cos 0 1) tan 0 1 + tan 0

A: To verify the identities :  1) tan θ - π4 = tan θ - 11 + tan θ 2) cos θ + π = - cos θ

Q: Find the exact value of the expression, if it is defined. (If an answer is undefined, enter…

A: Given                          coscos-149 We use the property of cos and inverse to get answer

Q: Prove the equation sec2 x csc2 x = sec2 x + csc2 x is an identity.

A: Given equation is, sec2csc2x=sec2x+csc2x

Q: Show that each of the following is true. sin (180 degree - theta ) = sin theta

A: Given: show that sin180∘-θ=sinθ For verifying given statement, we simplify left hand side

Q: Date 3-12-2 Verify each identity. (0-%3) tan 0 - 1 2) cos (0+ t) =-cos 0 1) tan 1 + tan 0

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Q: Date Verify each identity. 1) cos (270° - e) = -sin e 2) sin (90° + 0) = cos e %3D = Cos 3) cos…

A: We have to identify the following conditions

Q: In trigonometry, how do we prove an identity?

A: In trigonometry, we prove an identity by transforming the left side to right side by using the known…

Q: Prove the identity. tan 0 1+ tan ²0 2 sin 20 To verify the identity, start with the left side and…

A: Basic question of trigonometry.

Q: Verify each identity.     tan 4 x= sin 5 x+sin 3 x/cos 3x+cos 5x

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Q: Find the exact value of the expression whenever it is defined.arccos √2/2

A: Given:arc cos22OBJECTIVE: To find the value of arccos 22

Q: To verify an identity, start with the more_______ side and transform it in a step-by-step fashion…

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Q: What are the guidelines for proving an identity?

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Q: Find the exact value of each expression, if it is defined. Express your answer in radians. (If an…

A: (a) sin-1-22 Solve the inverse sine function. sin-1-22=sin-1-12=-sin-112=-sin-1sinπ4=-π4 Thus, the…