Use Python please

Part 1: Exponential Decay with update equations One simple ODE that can be used to model the concentration of a substance P at a give time t is given by: dP dt where s the ate coefficient that determines how rapidly P decreases as a unction o time. This ODE will result in a system that e decay, which is something you've seen in previously in the course. erences a ponent a 100 mg for 0 125,0 25,0 5 1 0 Recall that our standard update equation Use update equations to solve this ODE with the initial condition of P 0 has the form dP dt which, for this case, is: Remember, this equation takes the information at the current timestep (t) and uses it to determine the value at the next timestep (t+ ) based on the rate of change of the variable. Plot your solutions for i 60 with 1 = 0.1. There should be four lines on your plot! Make sure that you include a legend on the plot to indicate which line corresponds to which value of and axis labels to indicate what is being plotted. In [ ], # Put your solution here Question: How does the value of change the solution