This mini project was coded at the start of Year 12, while I was learning about the SUVAT equations in both my Physics and Mechanics classes. There are three subroutines, the Input, the Calculating, and the Graphing. I utilized the matplotlib python library to plot the graphs.

• matplotlib on Python, graphing and displaying graphs
• Practiced performing mathematical operations on inputted values
• reasonable increments for online graphs

Asks the user for the horizontal and vertical components, this includes: displacement(m),initial velocity(m/s),final velocity(m/s),acceleration(m/s^2),time(s). The only validation included is checking that enough values are inputted for an actual calculation, and that only numbers are inputted(integer or float).

Uses these 5 equations (where s = displacement, u = initial velocity, v = final velocity, a = acceleration, t = time): v = u + at | s = (u+v) * 1/2 * t | v^2 = u^2 + 2 * as | s = ut + 1/2 * at^2 | s = vt - 1/2 * at^1/2

Each of these equations are rearranged to make every component the subject so that given at least 3 components, all the other values can be calculated. These are SUVAT equations, so constant acceleration is a requirement.

6 Graphs are created, 3 for horizontal components, and 3 for vertical components. For each the 3 graphs made are: Displacement time graphs, Velocity time graphs, and Acceleration time graphs For all of the graphs, the x axis is time, represented by an array starting from 0, incrementing by 0.1. The y axis is calculated and added to the list to line up with the x axis, both lists are then put into matplotlib to produce the six graphs.