We started the class of with questions on the board like always...
question 1
An open rectangular box with a square base is made from 48 ft squared of material. What dimensions will result in a box with largest possible volume?
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question 2
A sheet of cardboard 3 ft by 4 ft will ne amde into a box by cutting equal sized squares from each corner and folding the four edges. What will be the dimensions of the box with the largest volume?
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question 3
A cylindrical can is to hold 20π m cubed. The material for the toop and bottom costs $10/m squared and the material for the sides cost $8/m squared. Find the radius, r, and height, h, of the most economical can.
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Mr.K was trying to be ambitous like he always is and tried really hard to squeeze in the "classic" optimizing question but we were saved by the bell.
Homework is ex 5.4 questions 10-18
Test is on Friday! So study!!!
Anyways I was so hungry I decided to draw this..=)
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Next scribe : Charlene =)
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