Posted: February 27th, 2023
*You must show sufficient detail to support your work to earn credit for your calculations. This can be handwritten work, typed calculations, or excel formulas. To avoid roundoff error, retain at least six decimal places in all of your calculations. Complete all trigonometric calculations in radians.
For more insight on where this approximation method formulas come from (and why they work the way they do!) Check out this link.
https://lpsa.swarthmore.edu/NumInt/NumIntFourth.html
With this background, here’s your assignment:
*You must show sufficient detail to support your work to earn credit for your calculations. This can be handwritten work, typed calculations, or excel formulas. To avoid roundoff error, retain at least six decimal places in all of your calculations. Complete all trigonometric calculations in radians.
·
Assume
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· Use the RungeKutta method illustrated above to estimate the solution of the differential equation at time at time
· Use your calculated values to fill in this table:
0


0 
0.0 
0.0 2 
0.007 4 99 
0.0007498 
0.0 1 4994 
0.0207498 

1  
2  
3 

4 
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