
John M. answered 04/18/21
Math Teacher/Tutor/Engineer - Your Home, Library, MainStreet or Online
Integrate v(t) = −14t + 2 to yield the distance
s(t) = -14t2/2 + 2t + C
s(0) = 4
s(t) = -14t2/2 + 2t + 4 = -7t2 + 2t + 4
Jon B.
asked 04/18/21The velocity in ft/sec of a particle is given by v(t) = −14t + 2. Find the position function s(t), of the particle if it has an initial position s(0) = 4 feet.
7t2 + 2t − 4
−7t2 + 2t + 4
−7t2 + 2t − 4
−14t2 + 2t + 4
John M. answered 04/18/21
Math Teacher/Tutor/Engineer - Your Home, Library, MainStreet or Online
Integrate v(t) = −14t + 2 to yield the distance
s(t) = -14t2/2 + 2t + C
s(0) = 4
s(t) = -14t2/2 + 2t + 4 = -7t2 + 2t + 4
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