an empty propane tank dropped from a hot air balloon hits the ground with a speed of 148.3 m/s. From what height was the tank released?
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OpenStudy (samsan9):
@fateal
OpenStudy (fateal):
ok so this is the formla....
t=d/v distance over velocity...
will i think that we need to adjust it tho o.e
do u have one for this question?
OpenStudy (fateal):
do u have more info about this question?
OpenStudy (samsan9):
tbh idk one but i am looking through my equation sheet
OpenStudy (fateal):
oh ok...cus that will be easier :)
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OpenStudy (samsan9):
h=1/2gt^2
OpenStudy (samsan9):
i know g=9.8
OpenStudy (fateal):
so its going to be h=1/2 (9.8) 148.3 ^ 2
does ^ mean multiply ?
OpenStudy (samsan9):
it means that its squared
OpenStudy (fateal):
oh ok... so did i plug them right?
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OpenStudy (samsan9):
hold up let me try it
OpenStudy (fateal):
ok
OpenStudy (fateal):
i got this: 107765.161 so i dont think so??
OpenStudy (foolaroundmath):
Using \(v_f^2 - v_i^2 = 2as \) and taking downward direction to be positive,
Assume the tank was released from rest (i.e. \(v_i = 0\))
\( s = \text{height}, \;\;\; v_f = \text{final speed} = 148.3, \; \;\;\;a = g = 9.8\)
Plug it in, \(\displaystyle s = \frac{v^2}{2g} = \frac{148.3^2}{2\times9.8} = 1122.08\text{ m}\)
OpenStudy (samsan9):
um ill just put both answers and ask if my friends got it XD
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