Given the DEQ y'=4x-y^2*1/10. y(0)=3/2. Determine y'(0.2) by Euler integration with a step size (delta_x) of 0.2. y'(0.2) is slope of the slope field at x=0.2. Enter the answer three times.

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A: In this question, we use the chain rule to find the derivative of the function .

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A:

Q: 3. Solve the IVP y' = x²y, y(1) = 2.

A: Given, y' = x2y and  y(1) = 2

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A: we solve this differentiation by using chain rule

Q: Find the general solution Using Integrating Factors Found by Inspection. Show complete solution.…

A: Find the general solution Using Integrating Factors Found by Inspection. Show complete solution.…

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Q: Please solve using 2nd Order and 4th Order Runga-Kutta y'=ysin^3(t)       y(0)=1 t= 0 to 3   h=0.1

A: Since, we have maximum pages uploaded is 10. So We give you only solution of second order RK method.…

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Q: 0 6 417 8x dx ㅋㅋ 0 3,417 an ○ 2x-417dx 34/7) ㅊㅈ -417dx ○ 2x1017 dx

A:

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A: We can find y' using chain rule as below.

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A: Solution:- I am solving question 1 and 2 for other question repost.

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A: The solution is given as

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A: Given

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A: Given  y'=4y2-y4 The critical points will be  4y2-y4=0y24-y2=0y2=0 or   4-y2=0y=0  or          y2=4…

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Q: Find the general solution to this exact equation: y + (2ty-e^(-2y) ) dy/dt = 0

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Q: Copy the slope fields (mentioned in the Attachment) and sketch in some of the solution curves. y' =…

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