V}-V The change in kinetic energy (deltaKineticEnergy) is given by this equation: AKE = m- where m is the mass, V, is the final velocity, and V, is the initial velocity. Modify the function from the previous question to do the following: 1. Add an additional input, initialVelocity. 2. Instead of returning deltaKineticEnergy (as defined above), add calculations to solve for the final velocity, using the original inputs and the added initialVelocity. Revise the function so that the output is the final velocity. Hint: the calculations that are currently in the function can be left in place. 3. Add a conditional that compares the initial velocity to the final velocity. If the initial velocity is greater than the final velocity, display a message to the command window that the object is decelerating. If the initial velocity is less than the final velocity, display a message that the object is accelerating. 4. Modify the calculations such that the mass input can be an array of values and the output final velocity will be an array as well. Upload the modified function as your response to this question.

What distinguishes MATLAB for solving computational geometry programs from other programming languages?

Stolwijk and Hardy model solved in matlab, photos of the code

What distinguishes MATLAB from other programming languages for solving computational geometry programmes?

What distinguishes MATLAB for solving computational geometry programs from other programming languages?