Use a calculator or computer program to approximate the value of​ y(t) using​ euler's method with the given time step on the interval​ [0, t].​ then, using the exact solution​ given, find the error in the approximation to​ y(t) (only at the right endpoint of the time​ interval). round answers to five decimal​ places, do not use intermediate rounding. ​y'(t)equalsstartfraction t over y endfraction ​, ​y(0)equals4​; upper deltatequals​0.2, tequals​1; ​y(t)equalsstartroot t squared plus 16 endroot

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I can't understand the function so I am going to show you how to use euler method
it is
y(n+1)=yn+h (k1)
h= timestamp
k = f (xn,yn)

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