Peter M. Eick
SWCA Member
I am trying to figure out the logic of buying gold and silver as an investment.
My premise is that gold/silver are a measure of buying power captured in metal. So gold today is worth $1600 (give or take) and it is not really getting any scarcer or more common. So any change in value is really a measure of the change in value of the dollar. So if the the price drops to $1000 per onz, then the dollar got stronger and oil should get cheaper, silver cheaper and most commodities will get cheaper. Now if it goes to 3200, then the dollar will basically be worth half as much and will best 1/2 of what it did today as it will in the future.
So if you buy that premise, and you buy gold, when you sell it you have to pay capital gains at currently 28% if you exceed the reportable amount and generate a 1099-b form. So you made a gain, but really all you did was hold the buying power fixed against inflation which depreciate the value of the dollar and effectively raised the price of gold. If this happens and you lose 28% to Capital gains, how is this a good investment?
Logically, the only way this works is if you buy small amounts (onz at a time) and sell it in small amounts so you don't generate a 1099-b form and don't pay capital gains. If you do this, then you effectively are holding buying power against inflation and you basically break even and hold your wealth.
But if you do this, you are effectively breaking the law by not paying capital gains taxes which again makes the whole metal play invalid.
The only way I can see you come out ahead is if during the time you hold the metal, there is an artificial scarcity created that is not filled by new mines and the metal becomes temporarily worth more then its inflation adjusted value. This could occur if for example a Cyprus type bank meltdown happens and the metal has value just because you have it. But for this to work, you have to have the demand price exceed the inflation adjusted value by at least 28% which seems unlikely.
So, where is my logic on this flawed? I am really trying to understand the financial play here.
My premise is that gold/silver are a measure of buying power captured in metal. So gold today is worth $1600 (give or take) and it is not really getting any scarcer or more common. So any change in value is really a measure of the change in value of the dollar. So if the the price drops to $1000 per onz, then the dollar got stronger and oil should get cheaper, silver cheaper and most commodities will get cheaper. Now if it goes to 3200, then the dollar will basically be worth half as much and will best 1/2 of what it did today as it will in the future.
So if you buy that premise, and you buy gold, when you sell it you have to pay capital gains at currently 28% if you exceed the reportable amount and generate a 1099-b form. So you made a gain, but really all you did was hold the buying power fixed against inflation which depreciate the value of the dollar and effectively raised the price of gold. If this happens and you lose 28% to Capital gains, how is this a good investment?
Logically, the only way this works is if you buy small amounts (onz at a time) and sell it in small amounts so you don't generate a 1099-b form and don't pay capital gains. If you do this, then you effectively are holding buying power against inflation and you basically break even and hold your wealth.
But if you do this, you are effectively breaking the law by not paying capital gains taxes which again makes the whole metal play invalid.
The only way I can see you come out ahead is if during the time you hold the metal, there is an artificial scarcity created that is not filled by new mines and the metal becomes temporarily worth more then its inflation adjusted value. This could occur if for example a Cyprus type bank meltdown happens and the metal has value just because you have it. But for this to work, you have to have the demand price exceed the inflation adjusted value by at least 28% which seems unlikely.
So, where is my logic on this flawed? I am really trying to understand the financial play here.