03 do_de 143. V9 – 02

Q: du 1 и 74. arctan + C - - a² + u² a a

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Q: one 0° do 143. V9 – 02

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Q: explain why arctan ( tan (3pi/4)) does not equal 3pi/4

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Q: Use trigonometric substitution to find 23 dx Vx+8

A: To find, I=∫x3x2+8dx Substitute        x=8tanθ⇒dx=8sec2θ dθ

Q: True or False and explain why 1. One degree is larger than one radian.

A: A radian is much bigger than a degree. A circle has 2π radians (a little more than six radians). A…

Q: Use trigonometric substitution to do the integral 4x3 dr. VI² + 4

A: Topic = integration

Q: evaluate using the suggested method.

A: Use Pythagorean identity to convert into sec

Q: Find and simplify the exact area of a regular decagon inscribed in a circle of radius 6 inches.The…

A: To determine the area of regular decagon inscribed in a circle of radius 6 inches.

Q: Use a trigonometric substitution to evaluate da. (25+ x2)2

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Q: 90 180° or 270 360°, explain why sin 20 is always negative.

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Q: Simplify cot 2) to a single trig function using a sum or difference of angles identity. (- - );

A: Given the triometric identitycot(π2−x)

Q: By using tabular method, evaluate -3* sin(27r)d.r.

A: The integration by parts is done using the formula: ∫udv=uv-∫vdu.

Q: Evaluate sin[2 arccos( -). -30/17 V(33)/17 -240/289

A: Please see the answer below.

Q: Evaluate the TV100-x²dx

A: Topic = Integration

Q: 7. Use Trigonometric Substitution to evaluate -1

A: Here we have to integrate by the trigonometric substitution.  I=∫x3x2-1dx

Q: Use the triangle method to simplify sin 2 sec 2.

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Q: 3 (9-b²)ž By Trigonometric Substitution: S db b6

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Q: expression

A: Attached below is the detailed solution. Solved using basic trigonometric properties.

Q: dr 2. Use a trigonometric substitution to evaluate

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Q: 62. du * |x|dx

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Q: ollowing when trigonometric substitution is used?

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Q: Use the triangle method to simplify sin 2sec-1 2

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Q: trigonometri

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Q: Convert the angle -225° in degrees to radians. Express your answer as a multiple of π.

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Q: x³dx is equivalent to Using trigonometric substitution,

A: Given,  ∫ x3x2-4dx

Q: Find an angle 0 with 0° < 0 < 360° that has the same: Sine function value as 260° degrees Cosine…

A: NOTE: Refresh your page if you can't see any equations. . as we know,  here the given angle is…

Q: Convert the angle -270° in degrees to radians. Express your answer as a multiple of π.

A: Given: θ(Degree)=−270οθ(Radian)=?

Q: Determine whether the statement, "I simplified a double-angle trigonometric expression by pulling 2…

A: we have to write whether the given statement makes any sense or not  Statement: "I simplified a…

Q: 4х-5 [24x -16x" ]* * dx 75/2 24х-16х

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Q: Integrate using trigonometric substitution

A: The given integral is

Q: Write a brief paragraph that explains how to quickly computethe trigonometric functions of 0°, 90°,…

A: Given, Trignometric function of 0∘,90∘, 1800,270∘ from unit circle diagram given below,…

Q: in trigonometric form. [3 cis 70°]4

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Q: sin 60⁰ tan 90⁰

A: These are standard angles in trigonometry

Q: Find the value of 6 trigonometric functions

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Q: 9-1 -dy

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Q: x³dx U sing trigonometric substitution, is equivalent to

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Q: Use trigonometric c substitution to evaluate メー10

A: The solution are next step..

Q: Which of the following is equal to arcsin(-V3/2)? -27/3 -T/3 T/3 27/3 ООО

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Q: Integrate using the method of trigonometric substitution, express the final answer in terms of the…

A: In this question we have to solve the Integration. Trigonometry Identity Used:-…

Q: What are the trigonometry identities?

A: We are asked to define what are trigonometric identities.

Q: use trigonometric substitution to integrate

A: We have

Q: x³dx 3. Vx² – 9 2.

A: I have stated the used formulas in the solution.

Q: 2 + 4 dy

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

Q: complete the identity using the triangle method sin(sec-1(x))

A: The given function is,

Q: 320°, set up and solve to find the radians. Answer must be supported by corect work. 320 320 16x 180…

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Q: Evaluate using trigonometric substitution

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Q: 3dx xV4-x²

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Q: Evaluate Va²-x²dx using trigonometric substitution

A: The given integral is I=∫0aa2-x2dx. The main objective is to evaluate the given integral using the…

Q: Evaluate (use trigonometric substitution):

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Q: Find exact values of the six trigonometric functions for each angle. Rationalize denomi- nators when…

A: 135