Texts: Problem 1 - A small airplane is flying at a constant speed. Over the course of 1.00 hour, it flies 180 kilometers due east. Then, the plane turns and over the course of 2.00 more hours, it flies another 360 kilometers at 35.0° S of E. The pilot's map takes east to be the + direction and north to the +ŷ direction. For this question, you may leave your answers in units of kilometers and hours. When applicable, leave your answers as vectors in component form (unit vector notation).
a) At the end of the 3.00-hour flight, what is the plane's displacement from its initial position?
b) Find the plane's average speed during the 3.00-hour flight.
c) Find the plane's average velocity during the 3.00-hour flight.
d) Find the plane's average acceleration during the 3.00-hour flight.
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