Calculus 2 - Central Bucks School District
Calculus 1 Name
Review – Optimization (1) Date
1) You are to construct a box with an open top and a square base. The sides cost $20 dollars per square foot and the base costs $25 per square foot. The box must have a volume of 12.5 cubic feet. What dimensions will minimize the cost of the box?
2) You have to construct three equal side by side storage bins. The storage bins will have fencing on three sides with one side open for delivery and pick up. The total area to be enclosed by the three storage bins is 2500 square feet. What are the dimensions of each storage bin if you minimize the amount of fencing used?
3) Find the largest rectangle that can fit between f(x) = -x3 + 4, the x-axis and the y-axis.
4) Find the closest distance to the graph f(x) = -x3 + 4 from the point (2,0).
Calculus 1 Name
Review – Optimization (1) Date
1) You are to construct a box with an open top and a square base. The sides cost $20 dollars per square foot and the base costs $25 per square foot. The box must have a volume of 12.5 cubic feet. What dimensions will minimize the cost of the box?
2) You have to construct three equal side by side storage bins. The storage bins will have fencing on three sides with one side open for delivery and pick up. The total area to be enclosed by the three storage bins is 2500 square feet. What are the dimensions of each storage bin if you minimize the amount of fencing used?
3) Find the largest rectangle that can fit between f(x) = -x3 + 4, the x-axis and the y-axis.
4) Find the closest distance to the graph f(x) = -x3 + 4 from the point (2,0).
Calculus 1 Name
Review – Optimization (1) Date
1) You are to construct a box with an open top and a square base. The sides cost $20 dollars per square foot and the base costs $25 per square foot. The box must have a volume of 12.5 cubic feet. What dimensions will minimize the cost of the box?
2) You have to construct three equal side by side storage bins. The storage bins will have fencing on three sides with one side open for delivery and pick up. The total area to be enclosed by the three storage bins is 2500 square feet. What are the dimensions of each storage bin if you minimize the amount of fencing used?
3) Find the largest rectangle that can fit between f(x) = -x3 + 4, the x-axis and the y-axis.
4) Find the closest distance to the graph f(x) = -x3 + 4 from the point (2,0).
................
................
In order to avoid copyright disputes, this page is only a partial summary.
To fulfill the demand for quickly locating and searching documents.
It is intelligent file search solution for home and business.
Related download
- 5 united states bureau of reclamation
- calculus 2 central bucks school district
- currituck county schools overview
- section 00000 rastra
- the international system of units si
- arcat free building product cad details bim specs and more
- homework 2 solution iowa state university
- finding volume of a rectangular prism v l x w x h
- 1 2 units of measurement
- a 1 jmap
Related searches
- central school district rancho cucamonga
- central ohio school district rankings
- central ohio school district rating
- calculus 2 formula sheet
- central illinois school district map
- central ohio school district ratings
- anderson county school district 2 diploma request
- central unified school district calendar
- central point school district calendar
- west central school district illinois
- central valley school district spokane jobs
- central valley school district job openings