(1) According to the condition of the problem
ans. (see fig.1) "a=(\\overrightarrow{F}_2+\\overrightarrow{F}_3)\/m"
(2) According to the schedule the force is changed
"a=dv\/dt" and "dv\/dt=F\/m\\to dv=(F\/m)dt\\to v=\\int{(F\/m)dt}"
1) "F=2t" "\\to v_1=7m\/s"
2) "F=4" "\\to v_2=15m\/s"
3) "F=-3t+16" "\\to v_3=22.625m\/s"
4) "F=2.5" "\\to v_4=27.625m\/s" Answer.
Fig.1
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