A body travels half a distance with the
speed of 20 m/s and the other half with
the speed of 30 m/s.The average speed
of the body is
Answers
Answered by
1
Let the total distance be 2x.
For first half distance :
Speed is 20 m/s
Thus time taken t
1
=
20
x
For second half distance :
Speed is 30 m/s
Thus time taken t
2
=
30
x
Average velocity V
avg
=
t
1
+t
2
2x
⟹ V
avg
=
20
x
+
30
x
2x
=
20+30
2×20×30
=24 m/s
For first half distance :
Speed is 20 m/s
Thus time taken t
1
=
20
x
For second half distance :
Speed is 30 m/s
Thus time taken t
2
=
30
x
Average velocity V
avg
=
t
1
+t
2
2x
⟹ V
avg
=
20
x
+
30
x
2x
=
20+30
2×20×30
=24 m/s
Answered by
0
Answer:
24 m/s
Explanation:
Let the total distance be 2x.
For first half distance :
Speed is 20 m/s
Thus time taken t1=20x
For second half distance :
Speed is 30 m/s
Thus time taken t2=30x
Average velocity Vavg=t1+t22x
⟹ Vavg=20x+30x2x=20+302×20×30=24 m/s
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