If katie paid tasha $0.01 on the first day of a 31 day month and doubled the amount everyday throught the month, how much money would Tashe receive from kate on the last dayb of the month
Use formula 2N-1 (0.01)(whhere n equals number of days)
can you explain the reason major league baseball chooses to round to the nearst thousandth rather than nearst hundredth or tenth ? which gives the most accurate results? why?
day 1 -- 1 cent = 2^0
day 2 -- 2 cents = 2^1
day 3 -- 2^2 or 4 cents
...
day 30 = 2^29
day 31 = 2^30 = 1,073,741,824 cents
= $ 10,737,418.24
it has something to do with the wpa . in baseball u have to google the question
To calculate how much money Tasha would receive from Katie on the last day of the month, we can use the formula 2^N-1 * M, where N represents the number of days and M represents the initial payment of $0.01.
In this case, N is equal to 31 and M is equal to $0.01.
Plugging in the values, the formula becomes:
2^31-1 * 0.01
First, let's evaluate 2^31-1:
2^31 = 2 * 2 * 2 * ... * 2 (31 times)
= 2,147,483,648
Now, subtracting 1 from 2,147,483,648 gives us:
2,147,483,648 - 1 = 2,147,483,647
Now, let's multiply the result by 0.01:
2,147,483,647 * 0.01 = $21,474,836.47
Therefore, Tasha would receive $21,474,836.47 from Katie on the last day of the month.