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A man walks in rain with a velocity of 5...

A man walks in rain with a velocity of 5 kph. The rain drops strike at him at an angle of `45^(@)` with the horizontal. The downward velocity of the rain drops will be :

A

`5" kmh"^(-1)`

B

`4" kmh"^(-1)`

C

`3" kmh"^(-1)`

D

`1" kmh"^(-1)`

Text Solution

Verified by Experts

The correct Answer is:
A

`overset rarr V _(r)= V_(2) j`
`overset rarr V_(m)=5 overset ^i`
`overset rarr V_(r)-overset rarr V_(m)=(-5) overset ^i+ V_(y)overset ^ j`
`tan theta = 1 = (V_(y))/(5)`
So `V_(y)= 5 "km/h"`
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