B cot sec B sec B csc B-csc B

Q: Verify the identity. 1+ cott csc tcot t= sec t

A: Here we have to find the identity used in the given question.

Q: Establish each identity given in attachment.

A: Expand the left hand side of the identity using trigonometric formulae.

Q: Verify the following identities. csc2e 6. 1+tan20 cot?0 %3D

A: Revise these formulae to solve the question. cscθ=1sinθ tanθ=sinθcosθ cotθ=cosθsinθ sin2θ+cos2θ=1

Q: Evaluate te following inte rau cos @ do sin@

A:

Q: Establish each identity given in attachment.

A: Definition used -                                            1+cot2θ= csc2θ1-cos2θ = sin2θ…

Q: rove the identity 1+ seç 20 csc 20 %3D sin 20 + tan 20

A: Prove the identity  1+sec(2θ) /(sin2θ + tan2θ) = cosec(2θ)

Q: 1) Verify that the equation is an Identity. es Trip. Idonttes diange let sids olie igt siur. tan 0…

A: Use trigonometry identity Tant=sint/cost

Q: Establish each identity given in attachment.

A: To prove the given identity, 1-2 cos2θsin θ cos θ=tan θ- cot θ, start from the left hand side and…

Q: Establish each identity given in attachment.

A: Given equation: 1-sin2θ1+cosθ=cosθ

Q: Verify the identity. (1 + cos B)(1 – cos B) csc? B Expand the product, and then use a Pythagorean…

A:

Q: Prove that the following identity is true. sec ? + 1 / tan ? = tan ? / sec ? − 1

A:

Q: (a) Show the following identity: cos e 1+ sin e 2 sec 0 + 1+sin 0 cos e

A: Consider the given: Hello. Since your question has multiple parts, we will solve first question for…

Q: Verify the identity by transforming the lefthand side into the right-hand side.

A: To verify the identity: cotθ+tanθ=cscθ secθ Verification: We know that, cotθ=cosθsinθ and…

Q: Consider the following right triangle: 11 7 Give the exact values of the following in the blanks…

A: Explanation of the answer is as follows

Q: Given that sin A = 55/73. Find tan A. %3D O 55/48 48/55

A:

Q: Use the data below to determine RS. 26° R sin 26° s 0.44 cos 26° 0.90 tan 26° s 0.49

A: Given : A right-angled triangle ∆RSQ

Q: Prove the given identities. csc 0 – cot 0 (a) sec 0 – 1 = cot 0 (b) cot 0 + tan 0 = csc 0 sec 0 For…

A: a) [csc(theta)-cot(theta)]/[sec(theta)-1]=cot(theta) b) cot(theta)+tan(theta)=csc(theta)sec(theta)…

Q: 3. Verify each of the following identities. b. csc(20) = sec 0 csc 0 CSC

A:

Q: Establish each identity given in attachment.

A: the given identity is: cos2θ1+tan2θ=1 we have to establish the given identity.

Q: b. In cot(r)- In| tan(r) = 2 1n cot(r)| %3D

A: Topic = Algebra

Q: 4. use the Pythagorean Theorem to find the value of cos e. Given sin e %3D 5' A) Cos e %3D B) 3 Cos…

A:

Q: Determine if the following procedure to verify an identity is correct and explain why or why not.…

A: Given:           csc θcot θ = cot θcsc θ + 1

Q: Prove the following identity: 1) cot ? = cos? csc?

A: We have to find out

Q: Which transt A'B'C are co

A: We see that the triangle A'B'C' is obtained by reflecting the triangle ABC over the y-axis.

Q: Establish each identity given in attachment.

A: To prove the identity

Q: Establish each identity given in attachment.

A: To prove the identity, tan2θcos2θ+cot2θsin2θ=1

Q: Prove the following identity: 1) cotθ = cosθ cscθ

A: topic - trigonometric identities

Q: Verify the identity. (cscx- cotx) (csex + cot.x)? = 1

A:

Q: Verify the identity. cot2(t) - cos?(t) = cot2(t) cos?(t) cot?(t) - cos (t) = - cos?(t) sin (t) 1 =…

A:

Q: csc2 3. cscr ² z + cot² r 1 - cot r Cse

A: As we know                      Cosec2(x) = Cot2(x) + 1

Q: Establish the identity. (a csc e-b cotoy - (a cot 0-b csc oy = a - b?

A:

Q: Establish each identity given in attachment.

A: As value of cosθ and sinθ revolves around +1 to -1 , they take different values depending on the…

Q: Which of the following is equivalent to csc B(sec B– 1)(sec ß+1) for all values of ß for which csc?…

A: Topic = Trigonometry

Q: Given ∆ABC, sin A= , cos A = , tan A =

A:

Q: 5. Which expression is equal to an using identities? 2 1 tan+1 O 1-cot z 14 cot z cot Ocot z cot O…

A: We use Trigonometry identities

Q: According to the quotient identities, sin t/cos t =______ andcos t/sin t =______ .

A: according to the quotient identities  sin tcos t=tan t              (1)

Q: Prove that the following identity is true. csc ? tan ? = sec ?

A:

Q: 4 of 21 Which of the following is not an identity? I. tan z + cot z = sec z csc z II. cos? z = sin…

A:

Q: with A in QIV, find the following. If cos A = sin A 스2

A: We have given cos A = ½ with A in QIV.

Q: Verify the identity by transforming the lefthand side into the right-hand side.

A: Given: Verify the identity by transforming the lefthand side into the right-hand side. that csc θsec…

Q: Verify the following trigonometric identity. cot(z) + tan(z) sec(r) csc(z)

A: Consider the given identity. cotx+tanxsecx=cscx

Q: Given sin 0 = , 0< 0 < %, find Cos 20 17 25 21 25 O 10 21 O 12 25

A:

Q: The reciprocal identities state that

A: We have to fill in the blanks by using reciprocal identities: cosec θ=1     sec θ=1     cot θ=1 We…

Q: Find the exact value of each of the Following under the given condihons. 3T, tan a = TLAL and cos B…

A:

Q: Prove the following identities : a) Csc0+tan 0.Sec0=Csc0.Sec ²0

A:

Q: csc 0 = sec e cot 0

A:

Q: Prove the following identity. sec2 A 2 sec A %D sec A + 1

A:

Q: Prove that the following identity is true. sin? x(cot? x + 1) = 1

A: Given : sin2xcot2x+1 = 1

Q: tan? A-sin? A sec? A–1 Prove the identity sin A:

A: Explanation: Given that,                  We take Right Hand Side(RHS) and simplify…

Q: Determine the exact measure(s) of 0, where 0° <0< 360°, and cos 0 = 1. O 0°, 180° O 180° only 90° ,…

A:

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.