A farmer plants wheat and rye. The farmer needs to plant at least 3 acres of rye, but no more than 15 acres of rye. The farmer needs to plant at least 1 acre of wheat, but no more than 7 acres of wheat. The farmer has up to 20 acres available for planting wheat and rye. Each acre of wheat makes a profit of $500. Each acre of rye makes a profit of $300.
what does it wants us to solve
Identify the variables in this situation.
Write an objective function to model this scenario
Write the constratints for this scenario.
okay what do you think the model function could be?
f(x,y)=500x+300y
why
Each acre of wheat makes a profit of $500. Each acre of rye makes a profit of $300.
good, really quick find out how much money he would make and figure out how many acers he can get, you should figure it out it gave you all the info.
3 can go into 15 how many times
5 right
so 5 times 300 is $1500 and do the same with the other
its the constraints i dont kno how 2 do
oh ok well give it a try what do you think you do to solve it
well what is a constraint
@AnswerMyQuestions can you help
Yeah, I think that's right.
But I'm not sure about the rest.
okay
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