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10 Nov 2019
Please answer correctly
Given the acceleration vector A(t) = t2 i - 2 j + e3t k, and the initial position R(0) = 2i+j - k and velocity V(0)= i - j - 2 k, find (A) the velocity and (B) the position vector at time t. V(t) = i + j + k R(t) = i + j + k
Please answer correctly
Given the acceleration vector A(t) = t2 i - 2 j + e3t k, and the initial position R(0) = 2i+j - k and velocity V(0)= i - j - 2 k, find (A) the velocity and (B) the position vector at time t. V(t) = i + j + k R(t) = i + j + k
Patrina SchowalterLv2
25 Oct 2019