Asked by Deb
                A restaurant has a beginning inventory for the month of 150 pounds of beef at $2.70 per pound. In week 1 they use 125 pounds of beef and receive 175 pounds of beef into inventory at $2.80 per pound. In week 2 they use 190 pounds of beef and receive 150 pounds of beef at a cost of $2.80 per pound. In week 3 they use 140 pounds of beef and receive 125 pounds of beef at $2.75 per pound. In week 4 they use 110 pounds of beef and receive shipment of 125 pounds of beef at $2.85 per pound.  What is the cost of the inventory at the end of week 3 using the FIFO method of inventory?
For week 1 I got 557.5, week 2 529.5, and week 3 383.75
            
        For week 1 I got 557.5, week 2 529.5, and week 3 383.75
Answers
                    Answered by
            hernesto
            
    The cost of a camp is $300 for the first week and $125 for each week beyond the first.
The total cost can be modeled by the expression 300 + 125( x – 1). What does ( x – 1) represent?
    
The total cost can be modeled by the expression 300 + 125( x – 1). What does ( x – 1) represent?
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