a cricket ball is thrown up with a speed of 19.6 m/s. the maximum height it can reach be?
gururailways73pblvi9:
I..Guess some more part of the question is missing.....
Answers
Answered by
26
Here we should use newton's second eqn. of motion
that is= "V^2-U^2=2GH"
So here u= 19.6m/s. and v=0m/s as after reaching a certain height v becomes 0.
now the eqn. changes to -u^2=2gh which can be written as h=-u^2/2g
And here even g is also neagative as the ball is thrown upwards
so, h= -384.16/2*-9.8
h= 19.6m
that is= "V^2-U^2=2GH"
So here u= 19.6m/s. and v=0m/s as after reaching a certain height v becomes 0.
now the eqn. changes to -u^2=2gh which can be written as h=-u^2/2g
And here even g is also neagative as the ball is thrown upwards
so, h= -384.16/2*-9.8
h= 19.6m
Answered by
5
Answer:
The answer is 19.6m
Explanation:
This is a very easy problem. Here we need the maximum height.First of all remember that this is a projectile motion. So the maximum height will be given by u^2/2g...thats it
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