a particle moving in a straight line covers half the distance with speed of 3m/s . the other half is coverd in two equal time intervals with speed of 4.5m/s ansd 7.5m/s respectively the average speed of the particle during the motion is
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Explanation:
Suppose total distance is 2x
then first half is 2x traveled with 3m/s so time taken t
1
=
3
2x
after it suppose it take 2t time then
its half i.e. t with 4.5m/s so distance s
1
=4.5t
another half i.e. t with 7.5m/s so distance s
2
=7.5t
this distance s
1
+s
2
=2x or 4.5t+7.5t=12t=2x or x=6t
Average speed is v=
time
distance
=
t
1
+2t
4x
=
3
2x
+2t
4x
putting x=6t we get v=4m/s
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