use MATLAB coding please

nd INVESTIGATION: For your own personal logistic equation, take a = m and b = 1 in Eq. (1), with m and n being the largest two distinct digits (in either order) in your student ID number. (a) First generate a slope field for your differential equation and include a sufficient number of solution curves that you can see what happens to the population as 1 +0. State your inference plainly. (b) Next use a computer algebra system to solve the differential equation symboli- cally; then use the symbolic solution to find the limit of x() as 1 too. Was your graphically-based inference correct? (c) Finally, state and solve a numerical problem using the symbolic solution. For instance, how long does it take x to grow from a selected initial value xo to a given target value x? dx with Eq. Jt= ax-bx 9 Use n=7 and m * Use MATLAB loding X