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OpenStudy (cp9454):

A body is thrown with velocity 100m/s, it travels 5m in last second of its upward journey. if the same body is thrown with velocity 200m/s, what distance will it travel in last second of its upward journey?

OpenStudy (cp9454):

@LarsEighner

OpenStudy (anonymous):

The velocity is doubled here from 100 to 200 meters per second what do you think will happen to the distance based on the formula for velocity. Velocity:\[ velocity = \frac{ \Delta x }{ \Delta t }\] Where x is the displacement and t is the time.

OpenStudy (anonymous):

this problem is of Freely Falling bodies... the given velocities are simply initial... and gravitational pull of the Earth has an effect to its upward journey...

OpenStudy (anonymous):

... the appropriate formula... \[h=v_ot-\frac{1}{2}gt^2\] where \[h~is~the~height~or~distance~travelled~by~the~thrown~body\]\[v_o,~the~given~initial~velocity\]\[t~is~the~time~travelled\]\[g=9.8~m/sec^2,~gravitational~accelereration~due~to~Earth's~gravity\]

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