What is the degree of f(x, y) = 2y + √x² + y² ? 01 00 O 1/2

Q: Find + 7)(x – 2)dx

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Q: xdx 5. I 4x 2 * – 4x +1

A: Given, ∫xdx4x4-4x2+1    ∫dx3x-73 We have to evaluate the integral

Q: x' + x – 12x +1 dx. - Determine x +x –12

A: Using long division: x3+x2-12x+1=xx2+x-12+1

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A: Explanation of the answer is as follows

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Q: -jx+3 16 x > -8 O D r > 8 x > 8

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Q: 3 2.)f x³ (4 + x²)² dx ; Use rationalizing substitution

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Q: (x - 3 bxy + 2 b?y?) (xdx + ydy) = xdy-ydx %3D

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Q: dx 3) Evaluate f /1-9x2

A: The special formula for the integartion of a function of the type  1a2-x2 is given by ∫1a2-x2…

Q: d 7. { x7 +1 Væ5 + 1 dx

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Q: Evaluate SA=_dx where A = x ² + 8x-3 and B=x²+3x²

A: To evaluate the following integral.

Q: Find the concavity and point of inflection of y= x 2/ 3 + x2

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Q: 8. Evaluate (a) J₁2-2 22+2+d; (b) J₁2-22²-22-3dz

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Q: Find f (VF + xJ dx

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Q: Evaluate √²+√2+1 dz. T3/2

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Q: Evaluate ſ x³ {/ (1 + x³)² dk

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Q: J(2m-a)(√m² - am - a² dm

A: The given integral ∫2m-am2-am-a2dm. We have to find the integral value.

Q: (t-3)√6t-t² dt

A: To evaluate the given integral.

Q: Find S dx √X²-2x+1

A: ∫1x2-2x+1dx=∫1x-1dx=lnx-1Add a constant to the solution=lnx-1+C

Q: f (3x² − 2) dx using the definition of the definite

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Q: Find f if Vf = 10xy i + (5x² + 20y³) j f =

A: We have to find the function .

Q: .2 2 S²6²³ (2x + 3y) dxdy 0 Find

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Q: -√2/2 x² √1-x² Evaluate √²/2 dx. Show the details!

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Q: d Find 1 / (In √x² + 7). dx d dx 2 (In √x²+7)=

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Q: 24x(e(4x²+ 10)dx= 3 e(4x2+10) + C %3D

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Q: Differentiate y = 3x² + 2x−³ - √.x. C. Show all work.

A: Consider the equation