Understanding Acceleration: Solving Two Rocket and Gun Questions

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SUMMARY

This discussion focuses on solving two physics problems involving acceleration: one concerning a rocket and the other a gun. For the rocket, the initial velocity is 155 m/s, and it decelerates at -31.0 m/s². The correct equations to use are vf = vi + at and d = (vf + vi)/2 x t. For the gun, which accelerates an object to 3.5 km/s over a distance of 2.0 cm, the initial velocity is 0 km/s, and the same equations apply to find acceleration and time. The participants clarify the correct application of these equations to derive the necessary values.

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Homework Statement


1) A rocket traveling at 155 m/s is accelerated at a rate of -31.0 m/s^2.
a. how long will it take before the instantaneous speed is 0 m/s.
b. how far will it travel during this time?
c. what will be it's velocity after 8.00 s?


Homework Equations


i have all of the following formulas:
vf = vi+at
d = (vf+vi)/2 x t
d = (vi)(t) + 1/2(a)(t)^2
vf^2 = vi^2 + 2(a)(d)

i don't think any of these equations will work for the problem. i really need help deciding which one of these to use, if any of these are even usable for the problem. do i make the initial velocity 0 m/s and the final velocity 115 m/s? and then solve for time? i really have no idea. I'm just assuming that's what i'd do.


one more...

Homework Statement


2) one such gun can give a small object a velocity of 3.5 km/s moving it through only 2.0 cm.
a. what acceleration does the gun give this object?
b. over what time interval does the acceleration take place?

Homework Equations


do i use 2.0 cm as the displacement, and make initial velocity 0 km/s and final velocity 3.5 km/s? or am i completely wrong?


thank you so much for any help!
 
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username111 said:

Homework Statement


1) A rocket traveling at 155 m/s is accelerated at a rate of -31.0 m/s^2.
a. how long will it take before the instantaneous speed is 0 m/s.
b. how far will it travel during this time?
c. what will be it's velocity after 8.00 s?


Homework Equations


i have all of the following formulas:
vf = vi+at
d = (vf+vi)/2 x t
d = (vi)(t) + 1/2(a)(t)^2
vf^2 = vi^2 + 2(a)(d)

i don't think any of these equations will work for the problem. i really need help deciding which one of these to use, if any of these are even usable for the problem. do i make the initial velocity 0 m/s and the final velocity 115 m/s? and then solve for time? i really have no idea. I'm just assuming that's what i'd do.
Why are you guessing? You are told (1) the rocket starts (initially) moving at 115 m/s and finally stops at 0 m/s. So it should be clear to you what the "initial" and "final" speeds are. You are also told the acceleration and exactly ONE of the equations you wrote above has "initial velocity", "final velocity", "acceleration", and "time". Since you know three of those, you should be able to solve that equation for the fourth.


one more...

Homework Statement


2) one such gun can give a small object a velocity of 3.5 km/s moving it through only 2.0 cm.
a. what acceleration does the gun give this object?
b. over what time interval does the acceleration take place?

Homework Equations


do i use 2.0 cm as the displacement, and make initial velocity 0 km/s and final velocity 3.5 km/s? or am i completely wrong?


thank you so much for any help!
Yes, that is exactly right. Here, you are NOT given the acceleration but are asked for two things: the acceleration and the time. You need to use two of the equations you have above, ones that involve the things you are given, and then solve the two equations for a and t.
 
i got them. thanks a lot! my "teacher" doesn't go over problems with us, just gives us formulas, so every bit of help goes far. :)
 

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