- 32 The Equation For The Position X Of A Cannonball Varies With Time T By Dx 0 5x 20 4e 0 71 Dt Ja Using Euler 1 (49.08 KiB) Viewed 27 times
32. The equation for the position (x) of a cannonball varies with time (t) by dx +0.5x = 20+ 4e -0.71 dt Ja) Using Euler
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32. The equation for the position (x) of a cannonball varies with time (t) by dx +0.5x = 20+ 4e -0.71 dt Ja) Using Euler
32. The equation for the position (x) of a cannonball varies with time (t) by dx +0.5x = 20+ 4e -0.71 dt Ja) Using Euler Method, solve the ODE. From t=0 to t=3.0 with initial condition x=0.67 at t=0. Use a steo size of 1.0. b) Compare the results obtained by the Euler's method (in part a) with the general solution: x=C,4 -0.51 – 20e -0,714 + 40 at t=1, 2 and 3 via true percentage error.
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