Question

FI Foods produces processed foods. Its basic ingredient is a feedstock that is mixed with other...

FI Foods produces processed foods. Its basic ingredient is a feedstock that is mixed with other ingredients to produce the final packaged product. JFI purchases the feedstock from two suppliers, Rex Materials and Red Oak Chemicals. The quality of the final product depends directly on the quality of the feedstock. If the feedstock is not correct, JFI has to dispose of the entire batch. All feedstock in this business is occasionally "bad," so JFI measures what it calls the "yield," which is measured as,

Yield = Good output ÷ Input

where the output and inputs are both measured in tons. As a benchmark, JFI expects to get 19 tons of good output for every 50 tons of feedstock purchased for a yield of 38 percent (= 19 tons of output ÷ 50 tons of feedstock).

Data on the two suppliers for the past year follow:

   

Rex Materials Red Oak Chemicals Total
Total inputs purchased (tons) 1,460 2,360 3,820
Good output (tons) 1,285 1,658 2,943
Average price (per ton) $ 235 $ 195 $ 210

Required:

Assume that the average quality, measured by the yield, and prices from the two companies will continue as in the past. What is the effective price for feedstock from the two companies when quality is considered? (Round intermediate calculations and final answers to 2 decimal places.)

d prices from the two companies will continue as in the past. What is the effective price for feedstock from the two companies when quality is considered? (Round intermediate calculations and final answers to 2 decimal places.)

Effective price per ton

rex materials redoak chemicals

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Answer #1
Effective Price per ton = Average price per ton/yield
Yield = Good output/Input
Rex Materials Red Oak Chemicals
Total Input                     1,460                             2,360
Good Output                     1,285                             1,658
Yield (Good output/Input) 88% 70%
Average price per ton $235 $195
Effective Price per ton (Average price/yield) $267.00 $277.56
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