In 1994 at Pope Air Force Base in North Carolina, there was an exercise that ended in a tragedy known as the Green Ramp Disaster where 24 paratroopers were killed.In the traffic pattern at the time of the crash were an F-16 and a C-130. The F-16 was flying an SFO (simulated flameout) profile and hit the C-130 on short final. The C-130 landed, but the F-16 crew (two pilots) had to eventually eject sending the F-16 into the Green Ramp where it hit a parked C-141 transport aircraft. Tragically, the trajectory of the F-16 took it to where a mass of paratroopers was waiting to form up to board the cargo aircraft. Several of the soldiers tried to outrun the subsequent fireball but were trapped by flying debris. An additional hazard was the ammunition that was going off from the soldiers' weapons.Task 1 - You are an ARFF personnel dispatched to the F-16 wreckage, and as you are working the fire, you come across several soldiers that have been wounded. How would you perform the task of Triage? Understand that the fire is still active, but the wounded are all around the crash site. Task 2 – You are the ARFF Commander, and you hear that the medical group has dispatched medical teams to the crash, but you realize immediately they won’t be able to support the number of wounded. How would you manage the medical effort and support the fire suppression? Note the additional hazard of weapons discharging due to the fire.

After solving problem 3, code the solution into MATLAB and publish your solution to a pdf file. Scan your neatly organized hand solution to problem 3 and combine it and the published MATLAB solution into one pdf file. Submit said pdf file to this assignment. Problem 3 is the only problem you will hand in for which you will receive credit. To prepare for quizzes & possible exams, it is best to solve Dowling’s Example Problems 1 – 5 (and check his solutions) IN ADDITION TO solving the seven problems listed in the document.NOTE: IN FRACTURE MECHANICS PROBLEMS, YOU WILL BE USING THE "EXACT F" EQUATIONS, AND SOME OF THEM HAVE TRIGONOMETRIC FUNCTIONS EMBEDDED. BE SURE TO INPUT THE ARGUMENT IN RADIANS AND NOT DEGREES. If you know the definition of "F", which, of course, you should, you will be alerted to this because if you use units of degrees for the argument, you will get a value for "F" less than 1.0. Please do not fall into that trap, and please, please, please know your definitions!