Asked by Adrienne
A speed velocity of a a rocket with a mass of 0.25 kg passes from 15 m/s[up] to 40 m/s[up] in 0.60s. calculate the force of the escaped gasses of the rocket.
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that's what i've done, so far
data: m = 0.25kg
initial velocity = 15 m/s
final velocity = 40 m/s
time = 0.60s
final velocity - initial velocity / time = acceleration
40 m/s - 15 m/s / 0.60 s = 41.67 m/s^2
for here the solutions for the problem says that the next formula that needs to be used is FORCE = MASS (GRAVITY + ACCELERATION) why is that.
and why would you not use the formula
force = mass x acceleration ?
****
that's what i've done, so far
data: m = 0.25kg
initial velocity = 15 m/s
final velocity = 40 m/s
time = 0.60s
final velocity - initial velocity / time = acceleration
40 m/s - 15 m/s / 0.60 s = 41.67 m/s^2
for here the solutions for the problem says that the next formula that needs to be used is FORCE = MASS (GRAVITY + ACCELERATION) why is that.
and why would you not use the formula
force = mass x acceleration ?
Answers
Answered by
Jordan
acceleration due to gravity must be factored in as the rocket is traveling upwards. since you have chosen up to be positive acceleration down must be negative, making gravity -9.8m/s
the equation is still
force=mass x acceleration
accept the formula used to calculate acceleration does not factor in gravity, the value calculated will just assume that no other forces are acting on the rocket
i know this may not be the best clarification so ask away with any problems :)
the equation is still
force=mass x acceleration
accept the formula used to calculate acceleration does not factor in gravity, the value calculated will just assume that no other forces are acting on the rocket
i know this may not be the best clarification so ask away with any problems :)