two stones are projected horizontally from the top of the tower of height 78.4 metre with velocity is 25 m per second and 45 M per second the separation between them on reaching the ground if both are projected in same direction is
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Answer:
120 m
For I
st
stone u
h
=10 m/s
u
v
=0;s
v
=−78.4 m;g=−9.8 m/s
2
s
v
=u
v
t+
2
1
at
2
⇒−78.4=
2
−9.8
×t
2
t
2
=16 sec.⇒t=4 sec.
Distance travelled in horizontal direction in 4 s
s
n
=10×4=40 m
For II
nd
stone →u
h
=20 m/s;u
v
=0;s
v
=−78.4 m;g=−9.8 m/s
2
It will also take same time as the vertical distance travelled is same. Distance travelled in horizontal direction by II
nd
stone in 4 s
s
n
=20×48=80 m
total distance between stones =40+80=120 m
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