What is csca if sec a = -4/3 and tana < 0?

Q: 1 sec A-tan Asin A = %3D sec A

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Q: 4) | tan (x). sec(x) dx

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Q: Find the exact value of the expression. sec tan 9.

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Q: Find [10] -t sin(v3t) е (а) L (b) L-- [tan-1 ))

A: We have to solve given problem:

Q: 1 + tan² dx

A:

Q: 6 tan (10x) dx

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Q: Find the root of 1+ tanh x - 2 tan x = 0.

A: We find the root of  1+tanh(x)-2tan(x)=0 , by Newton's method.

Q: Simplify the express: sec(tanx).

A:

Q: S tan5x dx ап

A: Solved below

Q: Find the value of sin2x over the interval (0,pie)

A: Given that  f(x) = Sin2 x and interval is 0, πWe know that the average value of a continous…

Q: Evaluate ∫tan4 x sec4 x dx.

A: Using the Pythagorean identity we get:

Q: 4. Find the exact value of tan 45°. Enter your next step here

A: The exact value of tan 45∘can be calculated on the basis of geometric property i.e., The direct…

Q: Find sin 0 3. 4

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

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

Q: e of sec(tan-1 square

A: We know,      tan-1(3)=π3    sec(π3)=2

Q: S tan' (2x)sec“ (2x) dx

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

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

A:

Q: 6. G) sec 4 tan .3. dx 3 (),

A: Consider the given integration ∫tan6x3sec4x3dx

Q: Find the exact value. sec (-2pi)

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Q: Find ∫(tan3 x/ √sec x) dx.

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Q: Let tan (0) = 3 with 0 in QI. Find sec (20). 10 sec (20) =

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Q: If x = 8 sec 0, express tan e in terms of a. %3D

A: Given: x=8secθ Express: tanθ in terms of x

Q: What is the exact value of tan(300°) 1 V3 -V3 1 V3 V3 2

A: Answer is -√3 Explanation is given below...

Q: Evaluate 2. S sec*x tan*xdx

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Q: Derive a formula for tan x sec" x dxr where n# 0.

A: Please go through the attached solution. I hope that this solution will help you. Thankyou . Best…

Q: S 4 sec(x) tan(x) dx

A: We will use standard formula here

Q: Why does tan(pi) = 0? How do you get there?

A: We need to prove that,

Q: Determine the sum of the coefficient/s when we evaluate (sec(x) – tan(x))²dx.

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Q: 3. sec-1 -tan

A: Given,

Q: Evaluate sec z tan a da- 0. 114

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Q: How would you evaluate∫tan10 x sec2 x dx?

A: given ∫tan10 x sec2 x dx

Q: tan' x sec x dx 3

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Q: sec : tan/ sin :: cos :

A: As we know cos and sec are reciprocal of each other.  Therefore sec:tan/sin Then cos:sin/tan

Q: tan³ (In x) sec (In x) dx (8)

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Q: → find period of yotan 4x 2 ya 5 Cos 10*

A: Since, you have asked multiple question, as per our company guidelines we will solve the first…

Q: (B) Evaluate | tan (5x +1) sec³(5x +1) dx

A:

Q: Evaluate arctan(sec t). 4

A: Evaluate arctan(sec ).

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

A: The given integral is,

Q: 32. tan' 0 sec' 0 d0 3

A: To evaluate ∫tan3 θ sec3 θ dθ

Q: 7. tan (8x) sec (8r) da

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Q: Compute / tan x · sec a dæ.

A: detailed solution is given below

Q: Evaluate | tan (5x +1) sec³(5x+1) dx

A: We will start with the substitution, cos(5x+1) = t  And proceed as follows :

Q: Find I see sec42x tan 92 dx

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

Q: (B) Evaluate tan°(3x +1) sec³(3x +1) dx

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Q: find tim X Sin (1/x)

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Q: 7) Find the exact value of the Tan t. %3D

A: Find the exact value of tan(π) is,             tan(π) = sin(π)/ cos(π)            We know that,…

Q: tan 3x lim sin 8x

A:

Q: Find the exact value of sec(arcten 2/3).

A: Let a = arc tan 23. Then       tan α=23 Using; 1+tan2 α=sec2 α⇒sec α=±1+tan2 α

Q: Sec tan (5x) dx

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Q: Let sin(0) = . Find sec(20).

A:

Fundamentals of Trigonometric Identities

Trigonometric Identities are the equalities that involve trigonometry functions and hold for all the values of variables given in the equation.