That depends on where you put the money, and what the interest 'rate' or percentage is there. If you put the money in a mayonnaise jar and bury it under the back porch, it earns a steady, reliable, dependable "zero" in interest, every month, for as long as you leave it there. You can't lose ! If you put it in a bank account or other investment that pays, let's say, 6 percent annual interest, compounded monthly, then at the end of the first month, you'll get 50 added on top of your original 10,000. Then you'll have 10,050, so at the end of the second month, you'll get 50.25 added on top of the 10,050 and you'll have 10,100.25 going into the third month. It all depends on what percent annual interest they pay, ANDhow often they pay it.
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It depends on how it is calculated, but here is a list of the common answers depending on the method of interest earning: Compounded Annually: $10,000 x .05 = $500 / 12 = ~ $41.67
1200
The answer depends on the rate of interest for sums of money of that magnitude.
Assuming an interest rate of x% (per year), you will earn 1,000,000 times x/100 / 12
You would earn 1750.