want to solve this using python

here are some helpful equations:

mOLIon f Of the puck Computer] The differential equation (1.51) for the skateboard of Example 1.2 cannot be ed in terms of elementary functions, but is easily solved numerically, (a) If you have access to such as Mathematica, Maple, or Matlab, that can solve differential equations numerically, solve the differential equation for the case that the board is released from os - 20 degrees, using the values R-: 5 m and g 9.8 m/s. Make a plot of against time for two or three periods. (b) On the same picture, plot the approximate solution (1.57) with the same 20. Comment on your two graphs. Note: If you haven't used the numerical solver before, you will need to learn the necessary syntax. For example, in Mathematica you will need to learn the syntax for "NDSolve" and how to plot the solution that it provides. This takes a bit of time, but is something that is very well worth learning. 1.50t 1.51 [Computer] Repeat all of Problem 1.50 but using the initial value .-T/2. =-sind@) 2 o(,)-A cos(a)