Respuesta :
Answer:
500
Step-by-step explanation:
Let the items canned be y
The average cost includes supply cost and cost of canning then divided by items canned.
Cost incurres for both canning and supplying y items will be $(0.5y+250)
The average cost is $1
Since average cost is given by
[tex]\frac {0.5y+250}{y}[/tex]
Then given the value of average cost as $1
[tex]\frac {0.5y+250}{y}=1[/tex]
Making y the subject of formula
[tex]\frac {0.5y+250}{y}=1\\0.5y+250=y\\0.5y=250\\y=250/0.5=500\\y=500[/tex]
Therefore, canned items are 500
The number of canned items should be 500.
Calculation of a number of canned items:
Since You pay $250 for canning supplies plus $0.50 for each food item you can.
Let us assume the items canned be y
So, Cost incurres for both canning and supplying y items will be $(0.5y+250)
Now
The average cost should be [tex]0.5y + 250 \div y = 1\\\\[/tex]
0.5y + 250 = y
0.5y = 250
y = 500
Hence, we can conclude that The number of canned items should be 500.
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