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#1
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| The problem I was given was this: A person observes that a falling object takes 1.5 seconds to reach the ground from a point measured at a distance that is 1/3 of it's inital height. Given that acceleration was a constant 9.8 m/s^2, the inital velocity was 0 m/s, what was the initial height? Thanks for any help! |
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#2
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#3
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| Thanks for your try, but its not that simple. The problem is slightly more complicated then using the position formula. Notice that the time given starts at the point two thirds of the total distance the object falls so it already has a velocity when the time starts which is unknown. The total distance is also an unknown. What I am having difficulty understanding is the relationship between the formulas needed to get the answer, not solving simple single variable equations. "tadchem" <[Only registered users see links. ]> wrote in message news:[Only registered users see links. ]... |
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#4
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| > May I suggest you draw a graph of the motion, time horizontal, position vertical? You already know the shape of the graph, and now you know something about a distance that's h/3. You know it's 1.5 seconds from h =0. Isn't it just a question of looking at the picture, and knowing a couple of points on the curve, doing a bit of substitution and solving two equations for h? |
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#5
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| Strain your brain is the right answer, but as mine needs rust shaken off it, and with no guarantees that I have succeeded: T = total time falling 2/3 H is where measurement starts H = a*T*T/2 2*H/3 = a*(T-1.5)*(T-1.5)/2 eliminate T David F. Cox "Mike" <rownder@hotmail.com> wrote in message news more it |
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#6
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#7
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#8
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| "Mike" <rownder@hotmail.com> wrote in message news The problem is simple, but not *TOO* simple. Its purpose is to try to get you to think. The formulae you are learning are tools. You must learn how to use them. it Not all gravity problems start at x=0 and t=0. Take the advice of David F. Cox and *draw yourself a diagram*. Think of the s as _distance traveled from a standing start_ and the t as _elapsed time_... Once again (with typo corrected), s = (1/2)*a*t^2 Get that brain of yours out of the box, dust it off, and fire it up. Tom Davidson Richmond, VA |
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#9
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#10
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| Tags |
| fall , free , motion , problem |
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