How the velocity of rain relative to the driver in car increases?

AI Thread Summary
The discussion centers on the calculation of rain's velocity relative to a moving car, emphasizing the importance of vector addition over simple arithmetic. The velocity of rain with respect to the car is derived from the rain's velocity relative to the ground minus the car's velocity relative to the ground. Participants clarify that the "wrt" (with respect to) notation does not imply focusing solely on horizontal components. There is a consensus that vector addition is necessary to accurately determine the rain's velocity in relation to the car. The conversation highlights the need for further clarification from the original poster to resolve any confusion.
Krishna Behera
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How does the velocity of the rain with respect to the car get added up? Velocity of rain with respect to man is given by the (velocity of rain wrt ground - the velocity of car wrt ground). Here it's not being added up!
 
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How is what you just described not an addition of velocities?
 
Krishna Behera said:
Velocity of rain with respect to man is given by the (velocity of rain wrt ground - the velocity of car wrt ground). Here it's not being added up!

You mean because there is a minus sign? Then write it like this:

velocity of rain wrt car = velocity of rain wrt ground + the velocity of ground wrt car
 
No. You need to do vector addition not regular addition.
 
No. You need to do vector addition not regular addition.
I think the "wrt" part is basically saying to only use the horizontal components.
 
gsal said:
I think the "wrt" part is basically saying to only use the horizontal components.

wrt is "with respect to" and has nothing to do with projecting out the horizontal components.
 
I think we need the OP to come back with more info on the problem.
 
CWatters said:
You need to do vector addition not regular addition.
That is of course true and how my post #3 should be interpreted.
 
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