00:01
Hello student, the farmer will plant wheat and the soybean.
00:04
They plant the pro -type of the yields wheat and the soybean.
00:13
He has 300 acres to plant then total 300 acres then here is a one wheat plus one and is equals to 300 acres.
00:25
Each acre of the wheat cost the dollar of 275 to plant maintain and the harvest.
00:35
Then cost required for the plant maintaining harvesting is dollar of 275 for the wheat and the dollar of 140 for the soybean and bill has in the dollar of 60 ,000 less than or equals to 60 ,000 to cover his cost.
01:00
Each acre of the wheat yield now yield 120 blue shish of the wheat which will be the sale for the dollar of three.
01:12
Then here is a 120 and each acre of the soybean will yield the 30 blue shish of soybean which will sell for the dollar of six per blue shish.
01:25
After harvest bill must store the crop of the several month and his storage capacity is maximum capacity is 24 ,000 blue shish.
01:35
Here is a 24 ,000.
01:38
Bill wants to know how many acres of the each crop he should plant in the order to make the maximum its profit and the maximize function here is dollar of three per blue shish and here is a dollar of six again per blue shish blue shell and we have to there are the different options we have to find which is the following constraint of this problem.
02:12
The first option is maximize the storage limit.
02:15
This is not a constraint.
02:17
This is our objective function.
02:21
This is our objective function and that is not our constraint.
02:27
Next is the 120 w plus 30 s equals to 2 ,000 for 24 ,000...