A child drops his toy car from a 2nd floor window that is 7.3 meters high. Find the velocity of the toy car just before it hits the ground below. Ignore any affects of air resistance. **not sure how to do this one! :/ thank you:)
I would write down the formulas you know... (I do that to waste time until a good thought happens...)
haha okie! so f=m*a v(t)=v0+a*t v(t)=a*t ermm not sure what other ones would apply here?
the distance = 1/2 a t^2
ohh so is that what i use for this problem?
also a= g = 9.8 m/s or 32 ft/sec
next, write down the numbers (variables that have know values) which equations (if any) can be solved for an unknown variable? if we do solve, will that be helpful ?
so 7.3=height? and final velocity would be 0 ?
@phi?
do you know the Torricelli formula? @iheartfood
yes, but i forget which equation that is:/
7.3 m = 1/2 9.8 m/s^2 t^2 solve for t
after you find t, use v= 9.8 t to find the velocity.
oh, so 7.3=4.9 * t^2 2.4=t^2 ? t=1.55? @phi?
7.3=4.9 * t^2 t^2= 7.3/4.9 = ?
t^2= 1.489 = 1.49 ?
t=1.22 ? @phi?
yes, that looks better. now you can find v , right ?
is it v=a*t ?
v= 9.8 and t=1.22 ? solve for a? or is something else? :/
a is acceleration (here due to gravity) and we know a. (it's "g" =9.8 m/s^2 ) we don't (yet) know v after falling for 1.22 seconds
ohh okay! so v=9.8 * 1.22 v=11.956 m/s ?
but put in the units
oh like v= 9.8 m/s^2 * 1.22 s = 11.956 m/s ?
\[ v=9.8 \frac{m}{s^\cancel2} 1.22 \cancel{s} = 11.956 \frac{m}{s}\] after we "cancel" the seconds, the final units work out to m/s. This shows we are probably correct.. we got the expected units.
ah yes!! :) yay thank you so much @phi :)
yw
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