Asked by AH
A bus moving at a constant speed of 5.00 m/s passes you. When the rear of the bus is 12.0 m past you, you run toward it with acceleration of 0.96 m/s^2. How far would you have to run before you catch up with the rear of the bus, and how fast must be running then?
Answers
Answered by
Scott
5.00 t + 12.0 = 1/2 * 0.96 * t^2
0.48 t^2 - 5.00 t - 12 = 0
solve the quadratic for t (the positive value)
a * t is the speed at catch-up
1/2 a t^2 is the distance
0.48 t^2 - 5.00 t - 12 = 0
solve the quadratic for t (the positive value)
a * t is the speed at catch-up
1/2 a t^2 is the distance
Answered by
AH
Great!
i got 0,-12
what is (a)?
for the speed to catch-up is a = 5, or 12?
for the distance (a) should be 0.96 right?
i got 0,-12
what is (a)?
for the speed to catch-up is a = 5, or 12?
for the distance (a) should be 0.96 right?
Answered by
AH
never mind, got it. Thanks btw :)
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