when object starts from rest with constant acc. then in equal interval of time ratio of distance traveled by it will be
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1
Answer:
Distance traveled (s) is given by :
s=ut+
2
1
at
2
Now, interval wise distance traveled are:
s
1
−s
0
=
2
a
(1)
2
=
2
a
s
2
−s
1
=
2
a
(2)
2
−
2
a
(1)
2
=
2
3a
s
3
−s
2
=
2
a
(3)
2
−
2
a
(2)
2
=
2
5a
Hence, its in the ratio =
2
a
:
2
3a
:
2
5a
=1:3:5
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