4. Indefinite integral of csc y dy

Q: 12 dr r3 – I

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Q: Use GEOMETRY to compute the value of the definite integrals. Report EXACT answers - not decimal…

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Q: Evaluate the indefinite integral. (Use C for the constant of integration.) eu du (8 – e")2

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Q: Express the integral in terms of the variable u, but do not evaluate it. | 7xV9 - dx; u = 9 – x?…

A: Since you have posted multiple questions, as per our policy we will answer first question. Please…

Q: 2. Indefinite integral of sin (x – 1) dx

A: We have to find integration

Q: Express the integral in terms of the variable u, but do not evaluate it. 5x/5 – x² dx; u = 5 – x²…

A: Consider the integral  ∫045x5-x2dx      ; u=5-x2

Q: Use formal substitution to find the indefinite integral. Check your result by differentiating. (Use…

A: To find the following indefinite integration.

Q: Your answer is incorrect. Evaluate the definite integral. NOTE: Enter the exact answer. Ld+23|| =…

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Q: Evaluate the indefinite integral by substitution. Method Integral 2(2x+4)5 dx

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Q: 9 + Vx + x dx

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Q: S(4x – 1)dx

A: ∫4x-1 dx

Q: fa |(1 + 63*(6) ds 25 – x² (– 2x) dx

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Q: 5. Indefinite integral of sin 2x dx

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Q: 3 dz (3 – z)8

A: We know that, ∫xndx=xn+1n+1+C

Q: State the trigonometric substitution you would use to find the indefinite integral. Do not…

A: we know that we use different trigonometric substitution for different function as given below…

Q: Evaluate the integral using an appropriate substitution. NOTE: Enter the exact answer. 8. dx : (1 –…

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Q: 12 (3+ Vx dx

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Q: olve the given DEQ whose solution is defined by integrals. Show each step of vorking for this…

A: We use the fact d(constant)=0  for determining costant C.

Q: Find the most general antiderivative or indefinite integral. csc 30 de csc 30 - sin 30

A: The objective is to evaluate the integral.

Q: Complete the table to find the indefinite integral.                                   Original…

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Q: 4. Stan²y dy

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Q: Evaluate the indefinite integral. Ja sin^(#)cos(z)dz = *(x)cos(x)dx Preview Get help: Video

A: Given integral:

Q: 3. Indefinite integral of tan 0 de

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Q: 10. Indefinite integral of cot“ y dy

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Q: xe*dx .3.

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Q: dx (4x²+5)' Evaluate the indefinite integral |

A: We will solve the integration.

Q: dx 2.

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Q: 7. -4 3. ) -3 7. 1) 10. 2)

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Q: Enter Indefinite Integrals Del Ive at other letters Ciie, differ ent from the variable of…

A: Given∫(sec2x(1+tanx)tan2x-9-tan-1x) dx

Q: 3 5. S dx tan x

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Q: ex (e*+2)2

A: NOTE: Refresh your page if you can't see any equations. . ................(1) substitute…

Q: x3 4. dx (x4 + 9)5

A: solution:-∫x3x4+95dxUsing substitution method for indefinite integral.let, x4+9=udifferentiate both…

Q: 1 dx 1 (x+2)5/4 1

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Q: Find the indefinite integral. (Remember to use absolute values where appropriate.) 1 / +5/9(7 +…

A: ∫1x897+x19dx

Q: SE + 8) dx 3. 4

A: Given: 3.∫x24+8dx4.∫x2 3+1xdx

Q: Express the integral in terms of the variable u, but do not evaluate it. | 7x /5 – x² dx; u = 5 – a²…

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Q: Select the basic integration formula you can use to find the indefinite integral. dt du Va? - u? 이…

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Q: Indefinite integral of sec 2y tan 2y dy

A: Given,          ∫sec2ytan2ydy

Q: 1 + ) dx 4.

A: The given integral is ∫x23+1x dx. Evaluate the above integral as follows.

Q: Find the integral. (Remember to use absolute values where appropriate.) 32x + 72 4(y2 + 6Y + 10) dx…

A: We are asked to evaluate the integral.

Q: Express the integral in terms of the variable u, but do not evaluate it. | 7a/20 – a2 dzr; u= 20 –…

A: I am attaching image so that you understand each and every step.

Q: J cOs (π ) dx

A: Given : ∫cosπxdx

Q: 6. Indefinite integral of 1 do sec 30

A: To integrate (1/sec3theta) d(theta)

Q: Find the given indefinite integral. State whether integration by substitution or integration by…

A: Here we use Substitution for integrate

Q: S(2 - ) dz 4.

A: ∫z-14 dz

Q: 7. Indefinite integral of cot x dx 2

A: Given :∫cot12x dx

Q: Find the most general antiderivative or indefinite integral. You may need to try a solution and then…

A: We have to find the integral

Q: Indefinite integral of cot x dx 2

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Q: (a) Change variables using the substitution u = =t. Explain why that won't help with solving this…

A: As per policy, we are allowed to answer only 1 question at a time. So, I am answering the first…

Q: X/2

A: We have to find ∫3x2 dx.