00:01
In this problem for the first offer we will find the year cash flow discount rate at 10 % and present value.
00:09
Okay so year cash flow discount rate at 10 % and the present value.
00:22
So for the first year 0 1, 2, 3, 4, 5, 6, 7, 8 and 9.
00:35
So the cash flow is 10 lakhs and a discount rate is 1 % that is 1 .0 so the present value will be 10 lakhs then for the second one no cash flow and discount rate is 0 .90909 and a more present value and next for the next year it is 0 .82645 dash then 0 .7 15131 then for the next one 0 .68301 and for the next one it is 0 .62092 then for the next one the cash flow is 220 -0 that is 2 .20 ,000 and discount rate is 0 .56447 and the present value is 124184 .26 .26 .26 .26 .26 .26 .26 .26.
01:42
Then for the next forthcoming years also, the present cash flow remains the same.
01:48
And the discount rate will be 0 .51316 and 112 -894 .79.
01:56
Then next one, 0 .4651.
01:59
And it is, the present value is 10 to 631 .62.
02:05
And for the next one, 0 .4 to 410.
02:09
And present values 93 ,301 .48 and it goes on like this.
02:17
That is for the forthcoming years.
02:21
Up to 15 years we are considering.
02:24
So 10, 11, 12, 13, 14, 15 and the cash flow will remains the same for each and every year.
02:34
And the discount rate will be 0 .38554, 0 .35049.
02:43
0 .31863 and 0 .289 -6, 0 .263 and 0 .236 -3 and 0 .239.
03:10
0 .78, 63726 .16, 579332 .88, triple 35389 .55 and the total present value will be 2342287 .71.
03:35
Similarly, we calculate for the second offer.
03:38
So for the second offer, we will go with year, sales, gross profit, cash flow, discount rate at 10 % and present value.
03:55
So the year it goes from 1 ,2, 3, 4.
03:59
And the sales is 1 ,9000 -tri -0...