[Solution] Old McDonald wants to construct a rectangular feed lot with a maximum amount of area using 500 feet of fencing: draw a picture define 2 equations
Question: Old McDonald wants to construct a rectangular feed lot with a maximum amount of area using 500 feet of fencing:
- draw a picture
- define 2 equations which define the relationship between length and width of the feed lot.
- Solve for the maximum area possible.
Deliverable: Word Document 
![[See Solution] For the line: 3x-2y=12 Find](/images/solutions/MC-solution-library-68294.jpg "[See Solution] For the line: 3x-2y=12 Find the X and Y intercepts")
[See Solution] For the line: 3x-2y=12 Find the X and Y intercepts
(Steps Shown) Two trains leave from two different stations 210
![[Solution Library] Graph and label the following](/images/solutions/MC-solution-library-68296.jpg "[Solution Library] Graph and label the following two functions: • f(x) = -x")
[Solution Library] Graph and label the following two functions: • f(x) = -x
![[All Steps] Graph and label the following](/images/solutions/MC-solution-library-68297.jpg "[All Steps] Graph and label the following two functions: • f(x)")
[All Steps] Graph and label the following two functions: • f(x)
![[See Solution] Graph and label the following](/images/solutions/MC-solution-library-68298.jpg "[See Solution] Graph and label the following three functions: • f(x)")
[See Solution] Graph and label the following three functions: • f(x)
Trigonometric Expression Evaluator - MathCracker.com