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-6 votes
0 answers
77 views

Was relativistic mass necessary? [closed]

according to newton if velocity is constant then momentum will stay fix as mass would not change according to conservation of mass and if mass changer the newton will be wrong and if it does not then ...
helll's user avatar
  • 1
1 vote
1 answer
89 views

How do objects with more mass accelerate when pushed downward?

This is kind of a simple question. I was basing it off Newton's second law, $$F=ma$$ With the same applied force, an object with more mass will accelerate less. However, what if two objects of unequal ...
user386598's user avatar
1 vote
4 answers
673 views

How does mass relate to kinetic energy?

I was working on homework and I had to list what kinetic energy depends on. Interestingly, it turns out it's also based on mass, not only speed. Does anyone have an explanation?
user386598's user avatar
0 votes
1 answer
30 views

Total energy "exertion" raising and lowering a weight

I'm thinking of the example of somebody raising and lowering some kind of weight, say a barbell and what effect the total time takes to perform the whole raising and lowering action would have on the ...
OceanExplorer's user avatar
5 votes
2 answers
850 views

Does kinetic energy rely on the observer mass too since velocity is relative?

There is no 'correct' inertial reference frame according to relativity. Objects are only 'in motion' relative to an arbitrary inertial reference frame. So let us take the following example. A person ...
CPlus's user avatar
  • 1,009
2 votes
1 answer
43 views

Change of velocity without doing work

Body of mass $1\rm\, kg$ is moving towards left side at velocity of $-2\rm\,m/s$ and is slowing down due to the constant external force until it stops. After that, it's speeding up towards the right ...
jeaq's user avatar
  • 25
3 votes
1 answer
233 views

Relationship between mass, momentum and kinetic energy

Is there any fundamental reason why (at least mathematically) momentum is the integral of mass wrt velocity and kinetic energy the integral of momentum also wrt velocity? ie $$p= \int m \ dv = mv$$ $$...
PetGriffin's user avatar
13 votes
11 answers
4k views

True or False: energy is conserved in all collisions [closed]

Using introductory physics, how would you answer this question? (I have a disagreement with my instructor and I’m curious to hear your input) One of us says true because the question doesn’t specify “...
S G's user avatar
  • 139
4 votes
2 answers
632 views

Is the change in Kinetic Energy not equal to the work done when mass changes at some rate?

Here the Rate of change in Kinetic energy is not equal to the the power. Please explain
Neerav Singla's user avatar
0 votes
2 answers
76 views

Is there a way to verify that energy of a body is directly proportional to mass, without using the definition?

How would I go about verifying that the energy a body possesses, is directly proportional to its mass to the first degree, without using the definition of work? How could I show this fact without the ...
Matthew J. S. Hill's user avatar
3 votes
2 answers
538 views

Does the work-energy theorem assume that the particles of the system have time-independent masses?

$\newcommand{\force}{\mathbf{F}}$ $\newcommand{\velocity}{\mathbf{v}}$ $\newcommand{\position}{\mathbf{r}}$ Here's an incomplete proof of the work-energy theorem: $$W = \int_1^2\force \cdot d\...
user avatar
1 vote
1 answer
346 views

Work-Energy Theorem for Non-Constant Mass

"The net work done on an object is equal to its change in kinetic energy." Let's say that a rocket is moving upwards while expelling gas and is thus losing mass. (Non-constant mass) As the object ...
helpme's user avatar
  • 395
5 votes
1 answer
1k views

Mass-energy equivalence and Newton's Second Law of motion

According to Einstein's Mass-energy equivalence, $ E = mc^2$ OR $ m = \frac E{c^2}$..... (1) and According to Newton's Second Law of motion, $ F = ma$ OR $m = \frac Fa$ ..... (2) If we compare eq. ...
Samama Fahim's user avatar
  • 1,387
1 vote
3 answers
10k views

Relation between Newtons and Kilograms

Work is expressed as $W=Fd$, where the $F$ is in Newton, $d$ is in meters and result $W$ is in Joules. For example, if I take $1N$ on earth and lift it $1m$ up in the air I have done $1J$ of work. ...
Dusan's user avatar
  • 133
1 vote
3 answers
166 views

Carrying water on person, or on the frame when bicycling

So, the question is as follows: What is the difference in work exerted by the rider in the two following scenarios? a) Rider + bike. Water carried in a holder on the frame b) Rider + bike. Water ...
walla's user avatar
  • 11