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How much money would you get if you doubled 1p and kept doubling it for 24 days?
224, about 16.8 million p.
How much money will you have at the end of the year if you add one penny each day for 365 days?
If you start with one penny on day 1, assuming it's not a leap year, you would end the year with $3.65
How many days to reach a 1000 dollars if given a penny doubled everyday?
If you got a penny on the first day, two more pennies on the second day, four more pennies on the third day, and so on, doubling every day, then: -- On the 17th day, you would get $655.36, pushing your total to $1,310.71 -- The 18th day is the first time you would get more than $1,000 in one day. On that day, you would get $1,310.72, and your total would be $2,621.43 .
How much money would you have if you were given a penny double for fifteen days?
If you were given one penny on the first day, two more pennies on the second day, and double the previous day's amount every day, then on the 15th day you would receive $163.84, and if you hadn't spent any of it yet, you would have $327.67 all together.
If you start with 1 penny and double your money every day how much will you have in 90 days?
0.01×290 equals $1,237,940,039,285,380,274,899,124,224
What is better getting 100000 at once or getting a penny whose sum is doubled everyday for 31 days?
Take the penny a day doubled every day. The sum would be almost 43,000,000.
What is the sum of one penny a day doubled for thirty one days?
$21,474,836.48
If you doubled a penny every day for 64 days how much money would that be?
If you doubled a penny every day for 64 days, the total amount of money would be $18,446,744,073.71. This is calculated by multiplying 0.01 (the initial penny) by 2 raised to the power of 64 (the number of days). This is an example of exponential growth, where the amount doubles each day, resulting in a massive sum by the end of the period.
If you have one penny and you doubled it for 365 days how much money would you have?
If you start with one penny and double it every day for 365 days, the total amount of money you would have can be calculated using the formula 2^(365-1), which equals $1.84 x 10^21, or $18,446,744,073,709,551,615. This is because each day, the amount of money doubles, so by the end of 365 days, the amount grows exponentially.
How much money would you get if you doubled 1p and kept doubling it for 24 days?
224, about 16.8 million p.
If you doubled one penny for 100 days?
Oh, what a happy little question! If you were to double one penny every day for 100 days, you would end up with over $6.7 million! Isn't that just amazing? Just imagine all the beautiful things you could create with that much money.
What is the Formula for a penny doubled for 30 days?
The value in dollars will be $0.01 x 229 The number of pennies you will have is 229
What is the equation for something x doubled then doubled Such as if I gave you one penny then every day after it I double what you had then gave it to you. For x amount of days.?
The amount is equal about .005e693x. More exactly (at least for the next 30 days), y = .005e69314718058x, where x = amount of days and y = amount you would receive on that day. Also, if you start with 2 pennies then the coefficient would change to .01.
If your allowance was a penny doubled every day how many days would it take you to reach 1000.00?
On the eleventh day you would have 1,024 pennies, but if you save up all your pennies, you will have 1,023 pennies after being paid on the tenth day
If you started with 10 cent and doubled it everyday how much money would you have at the end of 30 days?
$107 374 182 (slightly more than a hundred million dollars)
If you are paid-ed 1 penny on day 1 and your pay is doubled each day how many days will it take before you make over 100.00 dollars in one day?
It will take about 13 days to make $163. After 30 days you'll have $10,737,418.24
How much money will you have at the end of the year if you add one penny each day for 365 days?
If you start with one penny on day 1, assuming it's not a leap year, you would end the year with $3.65
