Thank you both.
I was pursuing Integral's method at first before running into the same problem. I agree with Tide's reasoning but I don't follow how you got to that integral, and even more so how I would solve that integral. Could you help with that?
Thanks
I had this question in class the other day and need some help:
A particle falls to Earth starting from rest at a great height. Neglecting air resistance, show that the particle requires about 9/11 of the total time of fall to traverse the first half of the distance.
Anything would be...
This question was posed in class the other day for extra credit:
A rocket with initial mass 70000kg burns fuel at a rate of 250kg/s; it has an exhaust velocity of 2500m/s. If the rocket is at rest, how long after the engines fire will the rocket lift off?
I've been trying to solve it...