Two stones, having masses in the ratio of 3 : 2, are
dropped from the heights in the ratio of 4 : 9. The
ratio of magnitudes of their linear momenta just
before reaching the ground is (neglect air resistance)
(1) 4 : 9 (2) 2 : 3
(3) 3 : 2 (4) 1 : 1
Answers
Answered by
5
HEY DEAR ... ✌️
________________________
________________________
Thanks , For Your Question .
Here , It Is ...
⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️
v²=u²+2as here in both case ( u ) will be zero
momentum ( p )=velocity ( v ) × mass ( m )
Here , we need ( v )
v=√2as. .:. (a=g=10m/s²)
----------------------------------------
In 1st Case .
v = √2×10×4 =4√5
p = 4√5 × 3
= 12√5
In 2nd Case .
v=√2×10×9
= 6√5
p= 6√5 × 2
=12√5
So , The Ratio Will Be 1 : 1 .
_________________________
HOPE , IT HELPS ... ✌️
________________________
________________________
Thanks , For Your Question .
Here , It Is ...
⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️⏺️
v²=u²+2as here in both case ( u ) will be zero
momentum ( p )=velocity ( v ) × mass ( m )
Here , we need ( v )
v=√2as. .:. (a=g=10m/s²)
----------------------------------------
In 1st Case .
v = √2×10×4 =4√5
p = 4√5 × 3
= 12√5
In 2nd Case .
v=√2×10×9
= 6√5
p= 6√5 × 2
=12√5
So , The Ratio Will Be 1 : 1 .
_________________________
HOPE , IT HELPS ... ✌️
SmridhiBhadra:
thanks a lot!!!!
Similar questions