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Table Design Department

Table Design Department. You’ve got mail. Memo:. To: Production Manager From: Dr. Spock

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Table Design Department

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  1. Table Design Department

  2. You’ve got mail

  3. Memo: • To: Production Manager • From: Dr. Spock We need to make some tables and we need them yesterday!!! I don’t have all the information yet, but I’ll send it along as I get it. This is a big account $50 for each square table, and $40 for each hexagon table…don’t mess it up. Use anything in the warehouse.

  4. You’ve got mail

  5. Memo: • To: Production Manager • From: Dr. Spock Found out….we need at least 3 square tables.

  6. You’ve got mail

  7. Memo: • To: Production Manager • From: Dr. Spock At least 2 hexagon tables are needed. Don’t let me down.

  8. You’ve got mail

  9. Memo: • To: Production Manager • From: Dr. Spock Hexagon tables must have exactly 3 legs

  10. You’ve got mail

  11. Memo: • To: Production Manager • From: Dr. Spock Square tables must have exactly 5 legs

  12. You’ve got mail

  13. Memo: • To: Production Manager • From: Dr. Spock Send me your product possibility sheet (with potential profits) immediately. I’m counting on you to make me rich!

  14. Let’s look at the MATH… • Variables x = # of square tables • y = # of hexagon tables We need to make some tables and we need them yesterday!!! I don’t have all the information yet, but I’ll send it along as I get it. This is a big account $50 for each square table, and $40 for each hexagon table…don’t mess it up. Use anything in the warehouse. What did this give us?

  15. Let’s look at the MATH… • Variables x = # of square tables • y = # of hexagon tables Found out….we need at least 3 square tables. • How could we write this?

  16. Let’s look at the MATH… • Variables x = # of square tables • y = # of hexagon tables At least 2 hexagon tables are needed. Don’t let me down. • How could we write this?

  17. Let’s look at the MATH… • Variables x = # of square tables • y = # of hexagon tables Hexagon tables must have exactly 3 legs Square tables must have exactly 5 legs • How could we write this?

  18. X = # of square Y = # of hexagon 5x+3y = 30 Square tables need 5 legs, hexagon tables need 3 legs, and we only have 30 legs. y=2 x=3 At least 3 square tables At least 2 hexagon tables

  19. X = # of square Y = # of hexagon Feasible Area

  20. X = # of square Y = # of hexagon Optimal Solutions occur at vertices.

  21. Sound bites • http://wso.williams.edu/~eudora/eudora-alert-sounds.html • http://www.eventsounds.com/mail.htm

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