Solve :C xy't y = ē xy'- yミ 2.2 S - (+ス)y t. 1十ブえ

Q: What is the soution to this equation?

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Q: Use the method of variation of parameters to solve. y" + 4y = 8 tant - "/2<t <"/2

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A: The solution is given as

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A: Using gaussian 5point quadrature

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Q: Solve the differential equetion (x²y²Jdy=2xydx -

A: Consider the provided D.E,

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Q: solve (8y'sec? 2xt 4x³e*%y+Gcsc*3x)dx-(3xue 3y-12y²tan 2x) dy =0 as an exact equation .

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Q: Solve equatian. the differentiql dy = 80-2y * Such that y=70 when x=0

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Q: the flight from Seattle to New York, with a tailwind, takes 5 hrs 15 min, and the return flight take…

A: This question can be solved using the concept of speed, time and distance.

Q: Show that -a²x² dx = VT/2a, a > 0, I = e by noting that I = -a²(x²+y³), dx dy -a²r², r dr d0. e

A: We need to show thatI=∫0∞e-a2x2dx=π2a,      a&gt;0

Q: Solve using the method of variation of parameters: y" + 4y = sec X. %3D

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Q: 3. Sxe**(4** – e)dx

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Q: Solve the equation 3(y* + 1)dx + 4xy³dy = 0. (Solution must be clear and concise.)

A: The given differential equation is 3y4+1dx+4xy3dy=0. The above differential equation can be…

Q: , хуян ху exy ху en y e xy enx = x=c e x = C/ - -

A: Yes, its correct.

Q: Solve: dy dr = y +e*y?

A: The given differential equation is dydx=y+exy2. Rewrite the differential equation as,…

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A: The gradient of a scalar function at any point describes the direction in which the scalar function…

Q: use Euler me thod to solve y's 3x²+J h=0.25

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Q: lax +3y-5) dx + (3x-y -

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Q: Last time incorrct solution so carefully explains

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Q: dy

A: Use the method of substitution and solve the integral.

Q: ty" – (t+ 1)y' + y = t?

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Q: 8. dy V1+ /1+x -1

A: We need to evaluate the following integral ∫-18dy1+1+x

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A: To evaluate the given integrals

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Q: Solve (5 + x²) Y 1 dy dx = x, and verify your solution. *+C Preview

A: Derivative

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Q: Solve for y when x is 30 degrees: y=2sinx

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Q: dy 1- S V9+y2

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Q: rce of 40 N is required to hold a spring that has been stretched from natural length of 10 cm to a…

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Q: Integrate ,(t³ – 5t? + 2)dt

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Q: 3. 2X dy 2. %3D

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Q: Solve by substitution of u = Ax + By +C  dy/dx = (x + y +3)2

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Q: Find dy/dz by differentiating implicitly if z2 + y = 100. Answer:

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Q: Solve the equation (2y³ – x³)dx + 3x²ydx = 0. correction to the 2nd term: dy

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Q: Solve using variaiton of parameter (D³ – 3D +2)y = (1+e2x)-1/2

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Q: on(1-y)csc²( y) dy

A: This question can be solved using the concept of integration by substitution.