Find the general indefinite integral. (Use C for the constant of integration.) - 3u4 ته( ل u? +)

Q: Q2.Use Triangular method of integration, find the integral f dx. √√x²-9 5x4

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Q: 2x2 2-3 dx =? V4x+5 %3D

A: ∫2x2-34x+5dx

Q: Find - 6x+1 x² +1 -dx.

A:

Q: x2 - 4 3 dx

A: The given integral is: I=∫x2-4x3dx

Q: Integrate the function. dx XV 49x -4

A: Given: Let I=∫dxx49x2-4 To Find: To integrate the given function

Q: 2 dx 8x + 9

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

Q: 3. Find the general antiderivative F(x) of the function f(x). Note: No integration methods allowed!…

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Q: In x -2 x dx

A: Given: I=∫12lnxx2dx   Apply the integration by parts to solve the given integral. ∫udv=u·v-∫vdu

Q: 1. 2y"" Hardcore 0 7y"+12y + 8y

A: To solve the given differential equation.2y'''-7y''+12y'+8y=0

Q: x2 8. dx V9 – x2

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Q: 4 dx V1- 25x2

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Q: 2x e² dx 9 + e4x

A:

Q: 8. J e8x +e4x (e4x+1)²2 dx

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Q: 2x + 7 dx x² + 4x + 13

A: Given, ∫2x+7x2+4x+13dx  We have to find the integration.

Q: (2x-3)4 dx 10

A: Given:The integral is

Q: Integrate using u-substitution or 2 guys in Jail. fx sin(2x²) dx 5. (4x³-2)7 (24x²)dx

A: (4)   I=∫xsin(2x2)dx∫sinxdx=-cosx+cdxndx=nxn-1

Q: 6х- 5 dx Vx2 - 12x +52

A: The fundamental use of integration is as a continuous version of summing. The extra C, is called the…

Q: dx 12 · S V5 – 4x² + 4x

A: