00:01
Hi, now the scheduled payments of $2 .32, $1 .248, $2 .95 are due in 1 year, 4 .5 years and 6 years.
00:14
To find the single equivalent replacement payment for 2 years from now if r is 7 .9 % compounded annually.
00:24
So, now the future value is given to us as present value into 1 plus r to the power n.
00:31
So, we will find future present values for these future values.
00:36
So, when future value is 2 .32 present value say p1 1 plus 0 .079 to the power n for that is 1 year.
00:47
So, from here we get p1 is equal to $2 .15 .013.
00:52
Similarly, for this future value 1 .0248 we can find p2 1 .079 to the power 4 .5 that is 9 by 2.
01:02
So, from here we can get the value of p2 and p2 comes out to be equal to $886 .376...