Determine the best shape for containers

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Reference no: EM131025618

Writing Project

You will complete the problem below and produce a write-up of the problem in your own words that should include the following:

1. An introduction to the problem. If done well the reader should know what the problem is and should be interested in its solution.

2. The setup. Any and all variables that will be used in the solution of the problem must be clearly defined.

3. The solution. Any relevant work that leads to the solution should be included. Any obvious steps may be skipped (for example you don't have to show every step of a derivative that you take) but make sure that there is enough there for the reader to understand the process.

4. The conclusion. You must state the solution and interpret your results.

Problem

Your company has just developed a new material that can be used in the production of 20 ounce containers for liquids that that is safe and biodegradable. You have been asked to determine the best "shape" for containers - in other words, can you determine which containers (regular prisms or cylinder) hold 20 ounces but can be produced at the best price. The cost to produce the base and top of a container is about 0.3 cents per square centimeter that is $0.003 per square centimeter. The cost to produce the sides of each container is about 0.2 cents per square centimeter or $0.002 per square centimeter.

Requirements:

• At most 3 FULL pages, typed, double-spaced, 12 point font, 1 inch margins (not including figures).

• Use an equation editor for all of your equations.

• Include labeled figures on a separate page at the end and make sure to reference to them in your paper to clarify any variables or explanation.

• No grammatical, punctuation, or spelling errors. Make sure it is a professional paper.

• Your name and title should be included in the header of the document and not the body (see sample on TITANium).

Reference no: EM131025618

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