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Explain how solving the differential equation will give the given answer


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- An airplane starting at city A flies 350 km at 30 degrees east of north, 125km at 30 degrees east of south, and finally 500 km at 30 degrees south of west to city B. A second airplane flies diectly from city A to B. How far and in what direction must the second plane fly?Could you explain more on how to solve each part? Also the answer you provided it said was incorrectCan you please solve number 3 and all of the sub problems and show all of the steps to the solution
- Please give the answers of c d step by stepThe pilot of a private plane flies 20.0 km in direction 60° north of east, then 30.0 km straight east, then 10.0 km straight north. How far and in what direction is the plane from the starting point? Show the Figure/FBD, given, formula and scale drawing usedPlease solve while clearly showing the steps