10 Csc Y Sin X Cot tan r

Q: 1. tan? x dx 2. | cot2 x dx

A: 1.∫tan2x dx2.∫cot2x dx

Q: 12) Simplify: sec(x)cot(x)sin(x) A) cot(x) C) 1 B) sin(x) D) cos(x)

A: To simplify: sec(x)cot(x)sin(x) We know that, secx=1cosx  and cotx=cosxsinx

Q: tan'y - ycosx = sin? x + find y',y" If

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Q: b) y = x tan-1Vx+ cot-11

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Q: -83° sin (2x) cot (x) dx 370 csc (x)

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Q: 05 y' + (cot x) y 3 sin x cosx

A: We have to solve the given differential equation.

Q: | sin 2 tsin2tdt (A) sint sin 2 t C cost D sin2t E) None B

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Q: 3. y cos (sin'x)

A: For the given  y = Cos4(sin3x) dy/dx is calculated as shown below

Q: 20 Y 2. Sin X 15 25

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Q: f(æ) = sin(æ*), find f'(x). ind f'(1).

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Q: Differentiate.

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Q: 3 sec?x dx 2+3 tan x

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Q: veri fy he identity. 1. CsC (x) cos?(x)+ sin (x) = CSC (x)

A: verify the identity cscx cos2x+sinx=cscx

Q: find dy>dx.

A: Given: y=4cos x+1tan x  ……1

Q: Hiw/ Find F'(x) 1 x, tanx if F(x) = X 2-if y= Sinx 3-Find y" (I)if yex) = Sec

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Q: 1. tan x sin x + cos I = sec x

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Q: y=sin h(tan x)

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Q: 22. tan?0 sec+0 d0 26. /4 sec'0 tan e de

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Q: (a) | tan* 0 sec7 0 d0 e de

A: Since you have posted multiple questions, only the first question will be answered. Kindly resubmit…

Q: et sin x | lim x → 0 18 cos x 18 (Use calculator and write your final answer in the given box)

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Q: b) | sin “ xdx d) [ /tan x sec“ ,

A: Given problem:- b.   ∫ sin4(x) dx  d.   ∫√tanx sec4(x) dx

Q: 4 sin e = cos 0 = tan 6 = csc e sec e cot 0 = 3.

A: The values are:

Q: f(x) = cot? 1 %3D tan-1

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Q: sin H = 0.41 %3D

A: Given sin H=0.41H=arcsin(0.41)H=sin-1(0.41)

Q: Eualhat At 5é sin (t-s)ds

A: Use the method of substitution to simplify the definite integral.

Q: lima sin(1/x) x→0

A: Using squeeze theorem

Q: yA y= sin.x y = cos x

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Q: Evaluate x'si x² sin x dx.

A: Here the given integration Use the product rule of integration

Q: If (tan r + sec x)² A + sin x В - sin x then A B =

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Q: I sin r cos xdx. 6. Evaluate sin ¹3 3

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Q: Differentiate y = x^5 sin x tan x  Answer: y' =

A: Given, y=x5sinx tanx

Q: TC y = (sin x) → y' () tan x = ? %3D

A: Note : As per our guidelines we are supposed to answer only one question . Please kindly repost…

Q: y = tan(x)

A: Given: The given function is y=tanx. To find: The graph of the given function.

Q: tan?(x) sec(x)dx trig property 2. 2)

A: We have to solve the integral

Q: a) * sec?(x) tan°(x) dx

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Q: y = 4 sin? x +5 cos² x y = sin* 3x – cos* 3x y = csc* x – 21 cot² x y = cot sin

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Q: | tan (x) cos (x) dx

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Q: -2 ' = cot (sinx') 3 3 Find (y') xsec x %3B

A: Given, y=cotsinx3

Q: 5. y = sec 0 tan 0

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Q: 2. y=cos cot x

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Q: 3 cSC x cot x dx

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Q: 8 csc² 4x cos(cot 4x). dx sin (cot 4x) EVALUATE.

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Q: y? sin (tan Sx|

A: We have to find derivative

Q: 14. y' + y tan x = sec x

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Q: If y= tan (kx) + tanh'(kx) and (1 - 625 x) y'=A Then K=, -.... Answer:

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Q: 32. tan?x sec x dx 7/2 35. cot'x dx

A: Topic :- Integration

Q: cot(x ) dx= In|csc(x)|+C dr

A: In this question we will use basic of calculus i.e concept of indefinite integration. Solution of…

Q: 1+ tan? x y = sec x

A: Topic:- trigonometry

Q: x = pi/18 [(tan(4x)+tan(x))/sin(x)]*cot(x) Simplest form?

A: The given expression is : tan4x+tanxsinxcosx  To write the given expression in the simplest form.

Q: Stan (ix +1 tan (7x +1) sec (7x +1) dx. (B) Evaluate

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