Set up an integral for finding the Laplace transform of the following function: Jo, 0, f(t) = t. - 9. 0 6

Q: az and O for x2? - 5xysz = x² + y3 xe

A: NOTE: Refresh your page if you can't see any equations. . take the partial derivative with respect…

Q: Find the most general antiderivative. O se3x + 9eX + c 3 e 3x + 9eX +C Z3x - 9e* + C 7 e 1 3x ex. +

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Q: Find y'.

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Q: es New Let x, = 1 ,x, = 2, f(1) = a, ƒ (2) = 2a, Q11(0.5) = 3. Then a = Select one: а. 7 b. 4 с. 6…

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Q: 09. Find the most for the function general antiderivaine

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Q: ework: dr if r= Vs+1 and s=16t – 20t. dt Find |

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Q: Differentiate the function. c² – z² c2 + z? H(z) = In

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Q: Determine the length of x = ¹³ (y − 1)³/² between 1 ≤ y ≤ 4.

A: Thank you 😊

Q: 2х + 3 d |(x² + 3x – 7)7 V

A: Given            ∫2x+3(x2+3x-7)7dx

Q: dx X+8

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Q: Find the most general antiderivative. S (6x' + 9x + 2) dx 18x4 + 18x2 + 2x + C O*++ 2x + C 18x? + 9…

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Q: x* - x x2 + x+ 1 et dx 1+e*

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Q: What is the most general antiderivative of

A: Consider the expression x4+x+1x. We have to find the antiderivative of the above expression. For…

Q: Q4: Find frr, fay, fyr and fy for f (x, y) = e*ly

A: We have to find double partial derivative of given function.

Q: 1. dr 2. (2* + 2=?) dz + 212) a (3 + 3r2 + 1) dr 3. -2 dr 4. (2-3 +2-2 + a-1) dz 5.

A: Integrate

Q: 4. Find the perimeter of a rectangle whose area is 84 m². The length is 5 m more than its width.

A: Let the length is L and width is b. Given: L=b+5 Area of a rectangle=84m2 As we know that the area…

Q: Find the most general antiderivative. dx

A: Given,           ∫1x5-x5-13dxTo find : The antiderivative of the given function.

Q: Z eXZ 4. xyz dydx dz

A: Solution:

Q: дz Find and əx дz ду' yz + x ln y = z²

A: Given query is to find indicated partial derivatives.

Q: 3x Question 4 Evaluate dx. 4 + e6x 3 Question 5 Evaluate dx. V4 – x2 | 3x Question 6 Evaluate dx. V4…

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Q: 3 and v = 4. Evaluate 16u2v3 when u = - Write your answer as a simplified fraction or integer.

A: The given expression is: 16u2v3

Q: Determine an antiderivative for functions x6 and ex. Then, are these antiderivatives UNIQUE? EXPLAIN

A: The given functions  and .We have to find the antiderivative of the functions.

Q: 4x² – 4x + 3 dx (2x – 1)v4x² – 4x – 15 - -

A: