sec : tan/ sin : cos : cos csc cot/csc O cos/sin 01/ tan

Q: cos 0 = cos 30 + sec 20 || sin 30 csc 20

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Q: tan Ź t Sin Ź

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Q: Differentiate  sin(3x+5)

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Q: cos(: sin@)]=[- sin(esin@)]. * (b) (i) Show that - cose dt

A: We will use product rule of differentiation here

Q: 7. csc'x- cot'x + tan²x cosx - sin?xcosx

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Q: csc(sec-1 2) + cos(tan-(-v3).

A: Given data:     The expression for the given function is: csc(sec-12)+cos(tan-1(-31⁄2).   The given…

Q: 6. cos x(csc x secx) secx) cotx

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Q: 1 sec 0 – tan 0 - sec 0 + tan 0

A: secθ-tanθ=1secθ+tanθconsider left hand side=secθ-tanθmultiply numerator and denominator by…

Q: sec@sine d. tan0+cot@ sin20

A: given,        secθsinθtanθ+cotθ=sin2θ

Q: [tan (x)sec (x)dx cot (x)csc°(x)dx sin (x)cos (x)dx

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Q: sec(-x) sin?x sinx X %3D

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Q: 2. cscx-cotx csc x+cotx tan x 3. cosªx – sinax = 1 – 2 sin? x

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Q: sin: tan cos : cot: cos csc O csc / sec 1/tan cos / sin

A: Solution:

Q: cot x tan' x +- 2 csc x secʻx -1 II

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Q: Simplify secA (1-sinA)(secA+tanA)

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Q: Cot : 1/tan :: sec :

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Q: establish each identity.

A: To prove: tanθ+secθ-1tanθ-secθ+1=tanθ+secθ

Q: If tanx = (a/b) find the value of (cosx+sinx)/(cosx-sinx)

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Q: CSc : 1/ sin :: sec :

A: Evaluate csc:1sin::sec:?

Q: Establish each identity given in attachment.

A: An identity is true if one side of the identity can be converted to another and vice versa. So to…

Q: cos(sin−1(x) − tan−1(y))

A: Important points:  cos(A + B) = cos A. cos B - sin A. sin B sin(sin-1x) = xcos(cos-1x) =…

Q: 7. csc'x - cotx + tan'x CoSx - sin?xcosx

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Q: establish each identity.

A: We have to prove the given identity: sec θcosec θ+sin θcos θ=2 tan θ We know the relation between…

Q: tan x csc x(1+ sec x) ove 1- cos x %3D

A: you need to know these formulae before solving the question:

Q: tan : sin z :: cot : cos r cos/ sin O 1/tan O cos csc csc / sec

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Q: |CoS tan-1 24 1꼭 + cos. -1 3

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Q: Establish the identity. sec 0 3 sin 0 = 4 tan 0 csc 0 cs 0

A: To prove that secθcosecθ+3sinθcosθ=4tanθ

Q: cos O sec 0 48. cos? wwww. www + tan? 0

A: We have to simply the given expression.

Q: COs 2x cotx x – tanx %3D sinx · cOsx

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Q: sec x Verify that = sin x %3D tan xcsc x Simplify the left side to get the right.

A: To verify the given , identity.

Q: 2 tan-e 1+ sec 0 + 1 = sec 0

A: We solve this problem by using some trigonometric formula 1+ tan^2(a) = sec^2(a) And  As per our…

Q: 3. sin" X cos X ax

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Q: 3. sin' X cos X ax

A: 1.) cos(2x)= 1-2sin2(x) 2.) cos(2x)= 2cos2(x)-1

Q: 16. (tan 0+cot@y = sec 0+ csc? 0 tant

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Q: 1+tan^2x+sec^2xcot^2x/csc^2x+cot^2xcsc^2

A: we have to solve the given trigonometry equation,  1+tan22x+sec22x cot22xcsc22x+cot22x csc22x

Q: tan(x)csc(x) cos(x)

A: Given,            Tan(x).cosec(x).cos(x)

Q: sin0+cosØ secф+csc® + secф—csc@ sin0-cosØ

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Q: FTi csc x = 4,90° < x < 180°, then %3D sin cos %3D tan %3D II II

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Q: COs o + Sin O = Sec0-tan Sec o CSoco

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Q: Sc sinx te Cos

A: Given: The integral ∫cos22x sinx dx To evaluate: The given integral.

Q: OIf tan o =} OcOc Ź, find sin s. Sin %3D

A: As per our guidelines we are supposed to answer only one question. Kindly repost other question as…

Q: verify tan(y)/csc(y)=1/cos(y)−1/sec(y)

A: Given data:     The given trigonometric expression is: tan(y)/csc(y) =1/cos(y) -1/sec(y).     To…

Q: tan? x – cot2x = sec2 x – csc? x - tanx-sinx = 1- cosx tanx

A: To prove :- 5.tan2(x) - cot2(x) = sec2(x) -csc2(x)  6. (tan(x) -sin(x))/tan(x) =1-cos(x)

Q: complete identity cosx + sin x/ cos x - sinx - cosx/sinx = ?

A: simplyfy

Q: ces sin COS x

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Q: -CSCX · COSX = -Cotx - 1 cosxsec2x = COSX 1 1 sec2 x+cot2 x csc2 x+tan2 x CScx 1+ cot2 x = sinx

A: NOTE: Refresh your page if you can't see any equations. .

Q: 9. CSC X COS x + sin x = CSC X cos?

A: We have to prove the identity.

Q: %3D cosx cotx sin x CSCX

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Q: Ө - csc 0 tan 0+ ө—cot 0 sec 0+

A: Prove that:sec θ-csc θtan θ-cot θ=tan θ+cot θsec θ+csc θ