EVALUATE EACH OF THE FOLLOWING INDEFINITE INTEGRALS. Show step by step solution. 1. dx dx 2. xV4-x?

Q: dx 5x. J 75V9x² – 1

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Q: x² – 2x dx

A: Given integral can be written as By using the following substitution we get

Q: 6 dx. 1+ 9x2 Calculate

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Q: .3 1 J2 dx=? x² – 4x+5

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Q: Solve the following integral step by step senx -dx ex

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Q: Integrate .5 X 12 1+x

A: Integration by substitutions

Q: v5-x dx

A:

Q: Use the method of completing the square of the denominator to integrate x+2 x²-6x+10 dx

A: In the given integration we have to integrate by squaring of the denominator.

Q: Sx sech2 x² dx

A: Given:  Integral of xsech2x2

Q: 2 dx 8x + 9

A: To find the value of given integration  We use some basic results of integration and substitution

Q: S tan 2x dx

A: Consider the given integration. I=∫tan2x dx Use trigonometric identity. tan2x=sin2xcos2x So,…

Q: x V2x – 1 dx dr

A:

Q: Compute 3+r+1 dx x2

A: Given : ∫233x2+2x+1x2dx

Q: Solve by separating variables. Immediate integral. q' – q²a³ = x3 2•3

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Q: x3 2. J Sadx 2. 3.

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Q: dx. x2 V1+ x2 Evaluate

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Q: Find. (x²+1)3 2x dx

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Q: 1. Solve. X x²-5 +5r+0 - dx

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Q: 3 dx 4+x2 00 Find

A: Let I=∫2∞34+x2dx. Simplify the integration I by using the constant multiple rule.…

Q: d 0.6 56. 2.8x -3. dx

A: Differentiate