00:01
We are given the interest rate is compounded continuously.
00:07
So that means the final value is paid is compounded based on this formula.
00:16
And we have to choose what's the best option financially.
00:20
So we can see that option one is we're going to pay $2 ,000 right now.
00:28
And option two is $1 ,000 now.
00:30
And then $1 ,000 in one year, and option 3 is $2 ,000 in one year.
00:36
So since t will be the same for option 2 and 3, which is 1, and the initial value, the larger it is, then the larger the final amount that we get.
00:50
So option 3 is we have the p is 2000 and option 2.
00:56
We have p equal to 1 ,000.
00:57
So we can see that option three is the best financially.
01:07
And part b we have to calculate the future amount paid.
01:12
So for option one, we pay $2 ,000 now.
01:16
So in one year it's still $2 ,000...