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10:08
Khan Academy
Euler's method
This video introduces Euler's Method, a numerical way to approximate solutions to differential equations when analytical methods don't work. Using a table with x, y, and dy/dx values, we start with an initial condition and increment x by a chosen delta x to estimate y values: smaller delta x gives better approximations.
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SOLVED: Use Euler's Method to make a table of values for the approximate solution of the differential equation with the specified initial value. Use n steps of size h. y^'=0.5 x(3-y), y(0)=1, n=5, h=0.4
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