[All solutions must start by writing an equation (or equatio…

[All solutions must start by writing an equation (or equations) and a coordinate system from the equation sheet on your paper, as appropriate.  The solution must then follow a logical progression from the equation(s) on the equation sheet to the answer(s).] You like running, and are beginning to train for a marathon. You start running from your house, first by running 3.3 kilometers North, followed by 2.6 kilometers East, then 5.9 kilometers South, and then finally 2.6 kilometers West. Your neighbor is a good friend and drone enthusiast and, at the conclusion of your run, flies a drone from your house [neglect vertical motion of the drone] to your final location for a celebratory photo.   a) Draw a coordinate system and annotate your position at the end of each segment of your run. b) How far did you run, in total? c) What is your final displacement relative to your house and your coordinate system? d) What is the minimum distance the neighbor’s drone would have to fly if it wanted to reach you from your house? e) If the drone made the flight in five minutes, what would its average velocity need to be?

Solve the system of equations using matrices for y. Use Gaus…

Solve the system of equations using matrices for y. Use Gauss-Jordan elimination.  8x – y – 4z = 205x + 7y + 3z = 1019x – 6y + z = 11{“version”:”1.1″,”math”:”8x - y - 4z = 205x + 7y + 3z = 1019x - 6y + z = 11″}