1. Given that the acceleration vector is a(t)=(4cos(2t),4sin(2t),5t)a(t)=(4cos(2t),4sin(2t),5t) , the initial velocity is v(0)=(1,0,1)v(0)=(1,0,1) , and the...
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Question:
1. Given that the acceleration vector is a(t)=(−4cos(−2t),−4sin(−2t),5t)a(t)=(−4cos(−2t),−4sin(−2t),5t),
the initial velocity is v(0)=(1,0,1)v(0)=(1,0,1),
and the initial position vector is r(0)=(1,1,1)r(0)=(1,1,1), compute:
A. The velocity of vector: 1-2sin(2t))i + 2-2cos(2t)j+ __ k. (Find k)
B. The position vector r(t): (cos(2t)+t)i + __ j + __ k
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