1. The problem statement, all variables and given/known data A kayaker 120 m east and 350 m kayaker is moving with the current at 2 m/s to the south. He begins to paddle west, giving the kayak an acceleration of 0.2m/s^2. I need to find all the components for two events.. t1, t2, rsub1x,rsub2x,rsub1y,rsub2y, vsub2x, ect... up to a(sub12x) a(sub12y) 2. Relevant equations Two vector equations : d=Vnot0 +1/2at^2 V=Vnot0 +at 3. The attempt at a solution Im guessing his location from his house is irrelevant(this problem has no "question"). I added the two vectors using 15s as my time and used pyth: 2^2 + (45/2)^2=d^2 and got 22.6m as the displacement. Then i added the initial velocity 2m/s and the acc/time .2m/s^2(15s) and got 3.6 m/s as the final velocity. I'm still confused with components and vectors. Is this right? How do I go about finding the components?