Find the solution to the following Bernoulli's equations. 1. y3 sec x dx - y tan x dx = dy

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A: since you have posted multiple question in this question which are not interlinked so i have solved…

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Q: What is the solution to 3x? cot y dx – (x³ + 1) csc² y dy = 0? A. (x³ + 1) sec y = c B. (x³ + 1) tan…

A: We need to solve the following differential equation 3x2cotydx-x3+1csc2ydy = 0

Q: Q :- solve the following Bernoulli's equations. (1) +y = y²e² dy dx du

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Q: 2. Obtain the general solution to the equation dy dx x sin x y cos y

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Q: Find dy/dx in following. )y=x' costx + xsin?x -2

A: Since you have asked multiple questions in a single request, we would be answering only the first…

Q: Directions: Solve the following below. Show your solution in any blank paper. Find dy/dx, if 1. y…

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Q: (b) For each of the following, state and explain whether the equations linear or non – linear, and…

A: The order of the differential equation is the highest order derivative occurring in the solution.…

Q: Find dy. y = x| 13 dy = (Simplify your ans × |5

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Q: Solve the following Bernoulli equation: dy dx = 4y-2 y?

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Q: 2. (VP-3) Use variation of parameters to find the general solution to the following equation: y" + y…

A: Given: y''+y=sec x tan x To find: The solution of the given differential equation using variation of…

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Q: 1- Calculate the value of y if: a- y= sin (0.25) + sinh (2).

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Q: Solve the following Bernoulli equation: dy dx = 4y-2 y?

A: Given differential equation is: dydx=4y-2y2 dydx-4y=-2y21y2dydx-41y=-2                   (1) Let us…

Q: Solve the Bernoulli equation below: du dx +u tanx = u³ sec¹ x

A: Solution:-

Q: B. Find y(4). 1. y = sin 2x tan x csc² 2

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Q: 1. y-y-3y = sin 2x

A: we have given differential equation

Q: 2a xsin " dx 1.

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Q: cos (82)*da 3. %3D

A: To evaluate:∫cos8x3dx

Q: Find of the equation y = cosx(1+ cscx). dx

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Q: 4. Find du for the equation 3y? – cosy = x° -

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Q: Given the equation y = cos(coshx)

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Q: Find an equation such that y xe" cos(2x) is its solution.

A: To find an equation we derivative both side with respect to x.

Q: Consider the differential equation y' = 1 – y.

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