Is gaining weight gaining mass?

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Gaining weight is often confused with gaining mass, but they are distinct concepts. Weight is the force exerted by gravity on an object and is calculated as mass times gravity, meaning weight can change without altering mass. When food is consumed, it adds mass to the body, which can be used for energy, growth, or stored as fat. Additionally, mass can be lost through reduced food intake or exercise, which burns fat and converts it to energy. Understanding the difference between weight and mass is crucial, as weight can fluctuate based on gravitational forces while mass remains constant.
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im still confused on this, can someone put the knowledge smack down on me.
 
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yes

F=ma
since a stays the same
mass must increase
since weight... pounds is a measure of force.
 
i thought mass cannot be created or destroyed
 
When you eat, you are adding new mass to your body.

Some of it you convert to energy, some of it you use for growth/maintainance (e.g., building new cells), some you store (i.e., fat cells), and some you expel (undigestable stuff).

As Tom said, "weight" is just mass x gravity. You weigh more on the surface of the Earth than you would on the surface of the moon because of the differences in gravity here and there. But your mass is unchanged in those two cases. Your mass is how much stuff you are made of.

You can add mass to your body by eating more food to store more (e.g., fat cells) or build more (e.g., muscle cells). You can lose mass by eating less and/or exercising in which case your body will burn up some fat cells. That mass is lost through conversion to energy, sweating, respiration, etc.

Consider the growth of a baby to an adult. A lot of mass is being added. From where? Food.
 
No.

Gaining weight is not necessarily gaining mass in Newtonian mechanics. I don't know enough about GR to comment on weight in relativity.

Weight is the amount of force with which gravity acts on an object. Newton indicates that the magnitude of gravity is:
\frac{m_1 \times m_2 \times G}{r^2}

There are four variables in this formula which suggests that there are four methods for changing weight:
Changing the mass of one object. This is what you suggested as a means of changing weight.
Moving further apart. Clearly, as r gets larger the force of gravity on an object - or the weight of that object - gets smaller. An astronaut on the space shuttle weighs less than he does on the surface without an appreciable change in mass. Objects in deep space have almost no weight at all.
Changing the other mass. The mass of the Moon is roughly one sixth of the mass of the Earth. Consequently the force of gravity on an object due to the Moon is approximately one sixth that of that due to the Earth.
Changing the gravitational constant G. Although physics suggests that it's extremely unlikely, it is concievable that the gravitational constant may chang over time. An objects weight could be changed by the gravitational constant changing.
 
If you are talking about a situation where the surroundings are constant and you gain mass, then mass and weight would increase/decrease together.
 
i thought that weight=mass x gravity. so, i'd think that in order to keep the two equal, mass would have to increase becase gravity is constant. Weight/gravity=mass... is that wrong? that's what i was taught, at least.
 
jimmy1200 said:
i thought mass cannot be created or destroyed
First off, the correct statement is "energy cannot be created nor destroyed".

Like the previous posters said, weight is just a measurement of the force exerted on you by gravity and this force is proportional to your mass.
 
doxigywlz said:
i thought that weight=mass x gravity. so, i'd think that in order to keep the two equal, mass would have to increase becase gravity is constant. Weight/gravity=mass... is that wrong? that's what i was taught, at least.
Ok, so the proposition is that if you go to a planet where gravity is smaller, your weight will be smaller. Also, in order to lower your weight you have to either lower your mass and/or lower the acceleration due to gravity.
 
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