Assume b + 0 and compute -4 tan- (bx + c) dx . Your answer should be in terms of b and c. -4 tan- (bx + c) dx =

Q: S tan5x dx X,

A:

Q: Find the value →21. csc (sec- 2) + cos (tan¬1 (– V3))

A:

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A: We have to evaluate  ∫cos4(2x) sin(2x) dx.

Q: . Give the exact value of sin V3 2.

A: Given: sin-132

Q: COSX 1+sin2x

A: Solution: The objective is to find the solution to the given differential equation.

Q: Use a sketch to find the exact value of sec(sin-1 1/2).

A: Now

Q: The least positive value x for which tan x= 0 is

A: Question is from trigonometry  And it is a well known fact that tan x = 0 only when x = nπ , where n…

Q: Using appropriate substitution, [sec (2x) – 1] tan(2x) dx is equal to

A:

Q: Use the substitution rule and show all the steps to evaluate: 1 dx 1+ sin x – cos x

A: ∫π3π2 11+sinx-cosx dx Apply u substitution u=tanx2 find derivative of u with respect to x…

Q: d/dx [tan-1(tanx)]=1 for all x in the domain. True or False?

A: Given statement d/dx [tan -1(tanx)] =1 for all x in the domain. is true.

Q: Find y' tan³ (5x - y) + cos ¹(5x - y) = 100

A:

Q: a) Show that sin¯'x + cosx = 2 E) - tan-' (). x(x-y) y(x+y) (b) Find the value of tan1 where >-1…

A: We can solve these two question by using the properties of inverse trigonometric function as below.

Q: sin 2tan

A:

Q: How would you evaluate∫sec12 x tan x dx?

A: Consider the following integral: Consider the following equation as shown in below:

Q: Find The value of tan V3 - sec "(-2) |

A:

Q: 1. y = (5x - 8)* + Sin(tan2x)

A: Note: Since you have asked multiple question, we will solve the first question for you. If you want…

Q: The value of tan is negative zero positive

A:

Q: Using appropriate substitution tan3. dx sec5x tan³x is equal to

A:

Q: Write ∫ tan3 x dx in terms of ∫ tan x dx. Then find ∫ tan3 x dx.

A:

Q: Use the graph of y = 2 sin 2x in the figure to obtain the graph of y = 2 csc 2x.

A: The function of the given graph is y=2sin2x. Since, y=sinθ and y=cscθ are reciprocal to each other.…

Q: Differentiate a $sin "(z) with respect to sin x.

A: We will find out the required value.

Q: how can you express cos x in terms of tan x?

A:

Q: Use an identity to solve the equation tan x - sec x = 1 on the interval [0, 2π).

A: The given equation is tanx-secx=1.

Q: *Sketch : 3 sin (x-Tt/4) +2 إضافة ملف

A: y=3sin(x-π4)+2

Q: Find ∫(tan3 x/ √sec x) dx.

A:

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

A: Given:sin2t-tant=tant cos2tTrigonometry formula:sin2t=2sint costtant=sintcostcos2t=cos2t-sin2t

Q: Find the value of  x tan-1 2x + tan-1 3x = (π\4)

A:

Q: Solve for the values of sin2x, cos2x and tan2x when tanx = 1, on 0≤x≤

A:

Q: Find, tan(x / 2)dx A) (1/2) sec (x/2)+c C) 2 sec (x/2)+c B) 2m sec(x/ 2)+c D) (1/2n sec(x/2) +c

A: Given that a integration of tan(x/2) and we solve it by using general formulas of integration. We…

Q: Find the value of

A: To find the value of ddxtanxx=π3.

Q: Using appropriate substitution, [sec (2x) + 1] tan(2x) dx is equal to

A:

Q: 2. a. arctan(-1) b. tanV3 C. tan-

A: a)tan-1(-1)=-π4b)tan-1(3)=π3

Q: Write ∫ tan5 x dx in terms of ∫ tan3 x dx.

A: Write ∫ tan5 x dx in terms of ∫ tan3 x dx.

Q: Simplify the expression dz tan sec r tan2 x -1

A: we know tan2x=sec2x-1. so in equation (sec2x-1)/(1-sec2x) = -(sec2x-1)/(sec2x-1) =-1

Q: tan (x) + 1 dx =?

A:

Q: 4 If tan x = and <x< T, find sin (2x). - 7

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Q: tan-1x dx. 1 + x2 Use an appropriate substitution to solve

A:

Q: AN tan sec()dv A 2 2 2 14s 1YS

A: The given integral is,

Q: Evaluate: | sech[In cosx]tanx dx A -2 tan -1(e cosx) +C В -2 tan -1(cosx) +C 2 tan -(ecosx) + C (D 2…

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Q: 9x sin) C-8. Value of dx equals to sinx2)

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Q: Evaluate tan 0 sec 0 d0. 0.

A:

Q: b. use tand=-1 d. cusd- e. f. sin--

A:

Q: What is tan x if csc x = -V34/3 and cos x < O? * V34 CSC X =

A: Given, cscx=-343 sinx=1cscx=-334 we know, sin2x+cos2x=1 934+cos2x=1cosx=2534=-534

Q: Find I see sec42x tan 92 dx

A: The objective of the question is evaluate the indefinite integral.

Q: Sketch : 3 sin (x-Tt/4) +2

A:

Q: Determine 2 x sin x dx

A: We can find the integration as multiplication of two functions and then using ILATE rule to…

Q: Evaluate  ∞  ∫ tan^-1 (x) dx  -∞

A:

Q: Find ∫tan x dx.

A: ∫tan x dx

Q: B1. By using substitution method, evaluate [5 tan x sec² x dx.

A: To solve the given integral using substitution