Solve the initial value problem y' = (x + y – 1)² with y(0) = 0. %3D

Q: max value for y

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Q: y′′−9y = e^3tsin(t)

A: We have to solve given problem:

Q: Solve y" – 3y' – 10y = 0, y(0) = – 1, y'(0) = 16 y(t) =

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Q: y = (x + y – 1)².

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Q: y = x"^, x > 0 Inx-1 Inx Inx C. y'= 2lnx x' „Inx-1 D. y'= 2lnx x" „Inx-1 A. y'= x B. y'= 2 x'

A: SOLUTION-

Q: Find the solution of y'' (x) = y(x) that fits in origo and goes through the point (ln2,(3/2) )

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Q: Given y' = 4x x²+2 A. 4x ln x² + 2 + c B. C. D. find y. 4ln|x² + 2] + c 2x ln |x² +2|+c 21n|x² + 2]…

A: We will use integral to find y from y' , using y'=dydx

Q: Graph. -2x - 1 if x 1

A: The given function is f(x)=-2x-1;  if   x<-1        1    ;  if-1≤x≤1    2x-1;  if   x>1 Obtain…

Q: If the solution of y' = 2(2x - y) passes through the point (0,1), determine x when y = 7.

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Q: Solve y'' + 9y = 8(t – 2), y(0) = y'(0) = 0 y(t) = for t 2

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Q: Find y'. y=(4x-4)(2x+1) OA. 16x-2 B. 8x-4 OC. 16x-12 OD. 16x-4

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Q: The total number of reported cases of an illness in a large city tt days after the start of an…

A: Given the logistic differential equation is: y'=15600y1400-y…1 The standard form of a logistic…

Q: 3. (2x – y)3 = 3x?y, find y' %3D

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Q: Find y'' for y = 5x +4. 25x2 y'= - O A. 2 (5x? +4) 1 y" = O B. 4 (5x2 + 4) 20 y" = OC. (5x? + 4)…

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Q: y''- 4y'+ 4y=e2x ln|x| + e2xsinx Find the general solution of the equation

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Q: Solve xy' = y +1

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Q: Solve y" – 6y' + 8y = 3e, where y(0) = 1 and y'(0) = 3. %3D

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Q: y' = 3.2y – 10y .2

A: According  to guidelines we solve one question. Thanku

Q: 3. Solve y'" + 6 y' + 9 y = 0, y(0) = 5, y'(0) = - 8 %3D %3D y (t)

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Q: If xy? – y3 = 5, find y'. %3D y' = %3D

A: Concepts you should be fimiliar with:1. Implicit differentiationIn implicit differentiation, we…

Q: Find the solution of: y'' - y = 56e^(3t) With y(0) = 9 and y'(0) = 6. y =

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Q: A virus infects by close contact, is most contagious during the winter and everyone who becomes…

A: The number of people infected is y(t), where t represents time in months. As P is the total…

Q: Solve for k:  y(t) = y(0) * e^(kt* (1-t/p) )  (we know that y(0)=P/10)

A: We have given yt=y0·ekt·1-tp,  y0=p10 By dividing both sides of the equation by y(0), yty0=ekt·1-tp…

Q: Solve 5 2 E #(0) = – 2, y(0) = = 10 | Ly' - 29 - x(t) = %3D y(t) =

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Q: dy + ydx = 3x²y?dx, %3D

A: Let's find.

Q: Solve y" + 3y" – 3y' – y = x + e".

A:

Q: ts1 Solve for (1+t2)y' + 4ty = f(t), y(0) = -3/4, with f (t) = { _ t 1

A: Solve

Q: 6. Determine the y'of * y = eese 3x

A: topic- derivative of a function