A car travels at a uniform acceleration over a distance of 440.0 m. Its final velocity after 20.0 s is 33.0 m/s. What is its initial velocity? 0.0 m/s, 11.0 m/s, 22.0 m/s, or 8.7 m/s **Not sure how this one goes! :( thank you!
WHat equation will u use here ?
it's one of the ones you wrote earlier right?
is it the v=u+gt?
Yes....what quantities are given in the question ?
Time is not given !
initial velocity=0 final velocity=33 distance=440 time=20 s ?
this may be handy http://www.studyphysics.ca/newnotes/20/unit01_kinematicsdynamics/chp04_acceleration/images/formulas.GIF
oh so would it be 0.0 m/s ? or not sure if i got those values right? :/
How time is 20s ? Recheck
not sure :/ what does it mean when it says "final velocity after 20.0 s" ? that's not the total time then? and @jim_thompson5910 which one applies here? :/ not sure, but i really need to memorize all of those!!
you need to find what piece of info you don't have (and that you aren't solving for) then use the chart to locate the X that corresponds to that variable to get the correct formula
okay:) so vf=final velocity=33 m/s ? would that be the final? not sure:(
"A car travels at a uniform acceleration over a distance of 440.0 m. Its final velocity after 20.0 m is 33.0 m/s. What is its initial velocity?" you want to find vi you aren't given the time t, so look for the formula with an X under t to get the formula you need
use \(\sf \large s = \frac{1}{2} (v_f-v_i) \times t\) then solve for what you're looking for
oh is that 20 s and not 20 m?
I see now
Yes i think so..its 20s
you aren't given the acceleration and you don't need to solve for that so look for an X under the acceleration 'a' to get your formula
oops my bad :P typed in m instead of s sorry you guys!!!
so d=1/2(vf+vi)t ?
Now u'll hv to calculate a first..
d=1/2(vf+vi)t d=distance=440 vf=33 vi=? t=20 so 440=1/2(33+x)20 440=1/2(660+20x) 440=330+10x 110=10x x=11 ?
ye boy
u'll have to use 2nd equation to calculate a first. Then u can calculate u from first equation.
11 m/s looks good
haha woohoo!! yay! :) thanks so much!! and sorry again for my typo!! will triple check from now on! hehe :)
that is your initial velocity, boy!
do you want to learn how to derive that or what?
i'd like to know how to derive that nin
memorizing formula is easy, but knowing how to get the formula is better
fifty bucks, @raffle_snaffle I already helped you in modern physics for free :P
LOL fifty bucks?
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