A system containing three objects, which is initially at rest, accelerates by the application of a net force. Masses and time dependent position vectors of objects are given as; m1=3 kg, m 2 = 4 kg, m 3 -5 kg %3D r (t2 - 4)å + 43 rg - (4 - thi+ 4} rá = 2i+ (t - 4)j Find the magnitude of the net force of the system. Fnet as time t-2 s. (Your result Dlowtons. No need decimal place and no error is accepted in your answer.)

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A system containing three objects, which is initially at rest, accelerates by the
application of a net force. Masses and time dependent position vectors of objects are
given as;
m1-3 kg, m 2 = 4 kg, m3 -5 kg
%3D
ri (t2 - 4)å + 4j
ry = (4 - tji+ 4}
rý - 2i+ (t - 4)j
Find the magnitude of the net force of the system. Fet as time t-2 s. (Your result
must be in Newtons. No need decimal place and no error is accepted in your answer.)
Transcribed Image Text:A system containing three objects, which is initially at rest, accelerates by the application of a net force. Masses and time dependent position vectors of objects are given as; m1-3 kg, m 2 = 4 kg, m3 -5 kg %3D ri (t2 - 4)å + 4j ry = (4 - tji+ 4} rý - 2i+ (t - 4)j Find the magnitude of the net force of the system. Fet as time t-2 s. (Your result must be in Newtons. No need decimal place and no error is accepted in your answer.)
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