Home
Class 12
PHYSICS
A man is moving with 10 m//s towards wes...

A man is moving with `10 m//s` towards west on a horizontal ground. He observed that the rainfall is falling vertically down wards. Now he increases his speed to `15 m//s` and find that now the rainfall at an angle of `45^(@)` towards him. The speed of the rain with respect to ground is :

A

`10 sqrt(5) m//s`

B

`10 m//s`

C

`5sqrt(5) m//s`

D

None of these

Text Solution

Verified by Experts

The correct Answer is:
C

A man is …….

`tan = (15-V_(x))/(V_(y)) implies V_(y) = 5`
`V = sqrt(V_(x)^(2)+V_(y)^(2)) = 5sqrt(5)`
Promotional Banner

Similar Questions

Explore conceptually related problems

A person walking ,on a horizontal road at 2 km/h finds that the rain is falling vertically . Now the person increasses his speed to 4 km/h and find that rain makes an angle 45^(@) with the vertical . Find the velocity of rain with respect to the road.

A man starts running along a straight road with uniform velocity observes that the rain is falling vertically downward. If he doubles his speed, he finds that the rain is coming at an angle theta to the vertical. The velocity of rain with respect to the ground is :

A man walking with a speed of 3 km/h finds the rain drops falling vertically downwards. When the man increases his speed to 6km/h he find that the rain drops are falling making an angle of 30^(@) with the vertical . Find the speed of the rain drops ( in km/h)

A man running at a speed of 5 km/h finds that the rain is falling vertically. When the stops running, the finds that the rain is falling at an angle of 60^(@) with the horizontal. The velocity of rain with respect to running man is

To a man walking at the rate of 3 km//h the rain appear to fall vertically downwards. When he increases his speed 6 km//h it appears to meet him at an angle of 45^@ with vertically. Find the speed of rain.

A man running on the horizontal road at 8 km h^(-1) find the rain appears to be falling vertically. He incresases his speed to 12 km h^(-1) and find that the drops make angle 30^2 with the vertical. Fin dthe speed and direction of the rain with respedt to the road.

A man running on a horizontal road at 6 km//h finds the rain falling vertically. He doubles his speed and find that the raindrops make an angle 37^(@) with the vertical. Find the velocity of rain with respect to the ground.

A man running along a straight road with uniform velocity vecu=uhati feels that the rain is falling vertically down along - hatj . If he doubles his speed, he finds that the rain is coming at an angle theta with the vertical. The velocity of the rain with respect to the ground is