The simplified value of * cot A + tan B cot B + tan A

Q: tan (5) dx sin (x) Evaluate a. tan () + C O b. cot () + C Oc.2 cot (풍) + C o d. 2tan(풍) +C

A: Option (a) is correct.

Q: Challenge Problem Prove: cot!x = tan

A: cot-1(x)=tan-11x

Q: (1) tanx=cot tanx= cot

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Q: sin z %3D sin z+cos z tan z If what is the value of 2A?? A+tan z

A: Given statement, sinxsinx+cosx=tanxA+tanx

Q: sin 0(1+ cot 0)=1 .2

A: The proof is given in step-2.

Q: 29. a. tan 30. a. cot b. tan 17 15m b. cot 2

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Q: tan æ – In () DIFFERENTIATE the given:

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Q: Verify the identity. cot x - csc x 1- sec x = cot x

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Q: preve tan h (ix) = itan(X) sinh (ix) = i sinc(X) Cos h lix) = Cos X %3D %3D

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Q: True or False tan(2θ) + tan(2θ) = tan(4θ)

A: Given trigonometric expression is, tan2θ+tan2θ=tan4θ.   The given statement is False.   By apply the…

Q: tan 0 If u= sec 0, then de= sec 0

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Q: tan + 1 tan ( = 1 sin cos 0 tan o = sin + sin²0 (cos ) (1 + sin o)

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Q: Verify the identity: tan x/2 - cot x/2 = -2 cot x

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Q: 3. Verify: sec?x cot x – cot x = tan x 1 4. Verify: = cot x tan x cscx sin x

A: TO VERIFY THE FOLLOWING EXPRESSIONS TO PROOF 3. sec2x cotx - cotx = tanx4. 1tanxcscxsinx = cotx…

Q: Salve for x if Arc tan (1- x) + Arc tan (1 + x) = Arc tan

A: Our Aim is to solve for 'x' if tan-11-x+tan-11+x=tan-1x -(i)

Q: 9. Simplify the expression tan x+cot cot z

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Q: tanβcotβ=1

A:

Q: Establish each identity.

A: Given identity is  sin4θ+sin2θcos4θ+cos2θ=tan3θ

Q: tan x+tan y 1. Simplify: cotx+coty

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Q: mation to th- correct to thre

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Q: sin t+ tan 15. tan !

A: Given: sint+tanttant Identity used: tant=sintcost

Q: Find the value of § cot³(x) cosec“ (x).

A:

Q: True or false sin* x 4 sin x cos x dx 4 True False Reset Selection

A: Use the method of substitution.

Q: Verify the identity:cot x + tan x = csc x sec x.

A: The given identity is cotx+tanx=cscxsecx

Q: Prove the identity. Show each step. cot r CSC I sin x tan r CSC Z cot z

A: cot xcosec x-cosec xcot x=-sinx tanx To prove the given identity

Q: Different substitutionsa. Evaluate  ∫ tan x sec2 x dx using the substitution u = tan x.b. Evaluate…

A: Given: I=∫tanxsec2xdx for evaluating given integral we substitute  u=tanx…

Q: 6. SHOW THAT tan (tan" + tan) =

A: We prove this.

Q: tan e + sin e 26-30. Verify == tan e sin e csc e + cot e

A: Trigonometric is the geometric study of triangles and algebraic study of trigonometric functions the…

Q: 12 S sin e (coto csc@) do

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Q: (rece - tan 0) de 2. J]

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Q: 9. sin cot x. xo a

A: According to our guide we can attempt only one question so i am providing answer for 1st question .

Q: g)Sinhy=tanx ind

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Q: Prove Vsec20+ csc²0 = tan 0 + cot 0 %3D

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Q: Verify the identity. cot x - csc X 1- sec x cot x

A: Given:cotx-cscxx-secx=cotx

Q: Prove identity: cot x = cot(2x) + csc(2x)

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Q: A Disguised Form of the Power Rule Find ∫(cot x)[ln(sin x)] dx.

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Q: tan x cot x 45. = 1+s cot x tan x

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Q: tan(theta+30)

A: The trigonometric identity of tangent is expressed as tanA+B=tan A+tan B1-tan A tan B The value of…

Q: 2 cot 2x = cot x-tan x %3D

A:

Q: Verify the identity. cot(x) sec(x) csc(x) = 1 %3D

A:

Q: tan e = cot e =

A: To give the quotient identities of the following tan θ=cot θ=

Q: 5.) Prove the identity. cot(x) + tan(x) = sec(x)csc(x)

A: To prove that  cotx + tanx = secx.cosecx

Q: Verify the identity: (tan2 x - cot2 x)/(tan x + cot x) = tan x - cot x

A: The given identity is tan2x-cot2xtanx+cotx=tanx-cotx

Q: cot tan 12 -1

A: I have provided a solution in step2.

Q: −tan(−x) cot(−x)

A: The given expression is

Q: Verify the identity: cot x + tan x = csc x sec x.

A: cot x + tan x = csc x sec x. L.H.S  = cot x + tan x           =  cosxsinx + sinxcosx           =…