b/c it is the time and space, not velocity and acceleration that are the independent variables
you need them ( time and space) to describe everything else
2006-10-03 15:01:39
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answer #1
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answered by oracle 5
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Velocity and acceleration are functions of time. The units for velocity = length per unit time (L/t). For acceleration = velocity per unit time (V/t) = length per unit time squared (L/t^2).
If you find an equation for distance (L) with nothing but t in each term, that's because each term has had its length factors set to some constant. For example L = 1/2 a t^2 is a special case for the distance something will travel in time t at acceleration a.
Frequently this is written L = k t^2, where k = 1/2 a and is given as some number, like L = 4.9 t^2, which looks like L is just a function of t, but it isn't. How do we know this? Check out the units. L has to be in length units like meters or feet. But t^2 is in sec^2; so the k has to be in length per sec^2 (acceleration) to end up with length as the unit for L.
2006-10-03 14:59:32
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answer #2
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answered by oldprof 7
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its good if v keep the hings basic , time is basic vleocity n avveleration not. Its is easier to derive relation of velocity n accleratio n from a s-t graph rahter going backbackwards though not difficult.
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2006-10-03 14:58:40
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answer #3
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answered by james 1
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the equations of motion r basic ones.it is xpressed as a function of time and not velocity, as velocity and acceleration are not basic.
they r functions of time
2006-10-04 05:50:50
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answer #4
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answered by Anonymous
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Simply because time is an accepted constant for Newtonian physics. One second is always exactly one second long. Time makes for a handy frame of reference.
Velocity and acceleration can vary infinitely. Both include time as a component, by the way.
2006-10-03 14:50:12
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answer #5
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answered by Professor 3
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hey you dont like them express as functions of time thats cool
express them anyway you want
whatever makes you happy
2006-10-03 14:43:21
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answer #6
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answered by Anonymous
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