Questions:

  1. The grocer decided to re-evaluate how much hamburger he will supply. He has determined that he will base his supply on y = 240x + 60, with x being the retail price he will charge. Assume consumer demand is y pounds per day, where y = – 150x + 900. At what retail price will the supply equal the demand? What are the pounds associated with this price?

    Answer

  2. Consumer reports are revised to reflect a change in consumer demand to give a new equation where y = – 120x + 900. The grocer determines his supply based on the formula, y = 240x + 60. What is the point at which demand and supply are equal? Give the pounds and retail selling price.

    Answer

  3. Change all of the four values until they are largest they can be for this application. What are the resulting equations and points where supply meets demand? Remember, you are changing to the "largest" possible values.

    Answer

  4. Next, change all values until they are the smallest they can be. What are the results this time?

    Answer

  5. The grocer has 500 pounds of hamburger that he wants to sell. Based on consumer studies and the information in problem #2, what is the highest price he can set and still hope to sell all 500 pounds?

    Answer

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