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Werner_E
Werner_EAnswer
25-Diamond I
October 6, 2023

How about

Werner_E_0-1696576665282.png

 

Werner_E_1-1696576818214.png

You can avoid the numerical glitch at about x=7.7 seen in the pic either by setting TOL to 10^-6 or lower or by adding 10^5 as the third argument (intervals) of the odesolve function

 

 

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Werner_E
Werner_E25-Diamond IAnswer
25-Diamond I
October 6, 2023

How about

Werner_E_0-1696576665282.png

 

Werner_E_1-1696576818214.png

You can avoid the numerical glitch at about x=7.7 seen in the pic either by setting TOL to 10^-6 or lower or by adding 10^5 as the third argument (intervals) of the odesolve function

 

 

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    LucMeekes23-Emerald IV
    23-Emerald IV
    October 8, 2023

    The derivative of the function y(x) you are looking for, so y'(x), is (+ or -):

    LucMeekes_3-1696759512614.png

    where c is a constant.

    Proof:

    LucMeekes_1-1696758549003.png

    To find y(x) you have to integrate this function y'(x), which will give you another integration constant.

     

    Success!
    Luc

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