How do I go about this in MatLab

Part 2 Create a function named to "integrate" and solve the following differential equations using Euler's Method df dt-15-f(r) dg 2. glt) dt with the initial conditionsf(0)- -0.5, g(0)-1, on the interval OsiS 1.5 Evaluate the solution for ?-0.5?0.25, 0.1, and 0.01 using ?? as an input. Also, take the end points of the time interval as inputs (3 total inputs) Determine the total number of elements, n, used in the time array t. Make n an output Calculate vectors f and g for all remaining times using Euler's Method Output Requirements . Use the figure command and create an overlay plot with a solid line with square markers for fand a dotted line with circle markers for g versus Apply the axis command to view t from 0 to 1.5, and fand g values from -1 to 10. Include a title, x-and y-labels, and a grid. Titles should include the particular time step used for that case (similar to previous problem). .Include a legend and gridlines on each figure produced . Create a script to establish the inputs and call the function four times. Give each Ar and n its own name for each call, writing each value of n to the command window Name the function file as: Team#-10A-P21 Name the script file as: Team#-10A-P2s Part 3