Verify the identity. tan(8) + cot(8) = sec(8) csc(8)

Q: Evaluate sin 0 within AABC. 17 15 sin e Enter your next step here

A: We are given the following figure.                   The triangle ABC is a right angle triangle.…

Q: 3. Find the exact value of the expression: sin tan-1 12 [tan- + cos

A: We have to find

Q: tan 0 = 0.768 cos ) =

A:

Q: 11 csc2 (-0) tan 0 cot(-0) Establish the identity: - sec2 e

A: Given,

Q: 2. What is the exact value of tan (-75°)? O 2-V3 O-2+ V3 O 2+ v3 O-2-V3

A: To find :  The exact value of tan(-75°). Note: To find the exact value apply the reference angle by…

Q: Establish the identity: tan 0 + 2 – cot 0

A: Given tanθ+π2=-cotθ By using the following properties…

Q: 8. Find the exact value of 2 sin (tan-1 ()

A: Let's find.

Q: Establish the identity. tanθ x cosθ=sinθ

A: Given,           tanθ×cosθ=sinθ

Q: 17) Establish the identity. 1 + tan?(-8) = sec? 0

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Q: Complete the identity. cos (x - )= Cs X sin x O -sin x -coS X

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Q: Prove the identity (sin x + cos x)? – sin(2x) =1

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Q: Prove the identity: csc 0 x tan 0 = sec 0

A:

Q: cos(2æ) Select an identity for cos(x) O cos(x) · cot(x) – sin(æ) O csc(x) O cos(x) – sin(æ) · tan(x)…

A:

Q: 3 TC Suppose that sin 0 = and <0<n. - Find the exact values of cos and tan 2 - 2

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Q: tan 0 csc 0 cos 0 = 1

A: Given,           tanθcscθcosθ=1

Q: sin(즐) com(즉) and ton(즐) (5) from the given information. csc(x) = 5, 90° < x < 180° sin (€) cos…

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Q: cos 2r Verify the identity: = cos x + sin x. sin x cos X

A: Verify the following: cos 2xcos x-sin x=cos x+sin x

Q: Use an identity to solve the equation cos 2x = cos x on the interval [0, 2π).

A: Given:cos2x=cosx on the interval [0,2π)Formula:cos2x=cos2x-sin2xsin2x=1-cos2x

Q: Verify identity: tan2x(csc2x-1)=1 se how step by step worked out problem

A: Explanation of the answer is as follows

Q: Verify the identity. COs x + 1 sin x + sin x I + X 500 2 csc X

A:

Q: Verify the identity: tan2 t/sec t = sec t - cos t

A: Given : tan2tsect  = sect - cost

Q: sin (A+B) ) Prove the identity tanA+tanB cosA.cosB

A:

Q: Verify the identity (sin θ + cos θ)2 + (sin θ - cos θ)2 = 2.

A:

Q: 57 + tan 4 15. Find the EXACT value of tan 3

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Q: Verify the identity: (csc x - sec x)/(csc x + sec x) = (cot x - 1)/(cot x + 1)

A: The given identity to prove is , cscx-secxcscx+secx=cotx-1cotx+1 Proof : Take LHS of the given…

Q: -1 If cot (sin-¹ √√1-x²) = sin (tan¯'(x√6)), x ±0 then the value of x is.......

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Q: Verify the identity. sin(-x)+cos(-x) = − sin x + cos x

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Q: Verify the identity. 2 cs" e 1-- 1+ sin 0 = sin 0

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Q: Verify the identity: tan 2t = 2 sin t cos t sec 2t.

A:

Q: Verify the identity. sin x- cos -x=2 sin x- 1

A: We have to verify the identity  sin2x - cos2x = 2 sin2x -1  To verify the given identity we will use…

Q: Prove the identity. sin (x+y)+ sin (x-y) =2 sinx cosy Note that each Statement must be based on a…

A: Consider the identity  sinx+y+sinx−y=2sinxcosy

Q: 5. Prove the identity. csc 0- cot 0 sin- 2 2 csc e

A:

Q: if tan(x)=A, sin(x)=B, cos(x)=C, then a.sin( -x) _______ b.tan(-x ) _______ c.sec(-x ) _______…

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Q: sin²0 + tan²0 + cos²0 Otan ²0 cos ³0 sin 0 sec²0 ty the e

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Q: Prove the Identity. cos 0 ( tan 0 + cot 0) = csc 0

A: SOLUTION-

Q: 1. Verify the identity sin? x- sin* x cos?(-x)- cos*(-x) by rewriting the left side of the equation.…

A: sin2x-sin4x=cos2(-x)-cos4(-x)

Q: Verify: cos? x tan? x- 1 1. -1 cos2 x

A:

Q: Find sin), cos osX), and tanX) from the given information. 2 15 sin(x) = , 0° <x < 90° 17 sin(플) ca)…

A:

Q: 7. cos. 9. tan x = -1 V2

A:

Q: 6. Prove the identity 1 (cscA- sinA)(secA – cosA) tanA + cotA

A:

Q: Verify the identity : (sin θ + cos θ)2 = 1 + sin 2θ

A: we have to verify the identity: sin θ +cos θ2=1+sin 2θ

Q: Verify the identity. cos(x+y)/cos x sin y= cot y - tan x

A: *formula:- cos(A+B) = cosA*cosB - sinA*sinB.

Q: 19.Solve the trigonometric equation:                        Tan x sin x  - tan x = 0    [ 0 , 2π)

A: The value of the tan function is 0 at θ=0, π in the interval [0, 2π). The value of the sine function…

Q: tan(cos-1(x/4))

A: We will consider a right triangle where adjacent= x and hypotenuse= 4 In this triangle

Q: Simplify the identity: : sin2 x cos x Cos 2 x sin x

A: given trigonometric identity  Sin2x.cosx/cos2xsinx  Can be solved by using formula as shown below

Q: find sin 7x Gs ga da Sin 7oe Cos

A: This question is based on Indefinite Integration.

Q: Verify the identity : cos (x - 5π/4) = - √2(cos x + sin x)/2.

A: Consider the given expression as, cosx-5π4