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An egg farmer is experimenting with different feed rations with the aim of increasing his production whilst reducing the cost of the feed per egg produced. The data from the two feeding experiments are given below.

Experiment 1
Protein concentration in feed (%)10111213141516
Total vitamin level (mg/kg)100100100100100100100
Cost of feed ration per 100 hens per day6.007.007.508.008.508.759.00
Number of eggs per 100 hens per day70707580858080
Experiment 2
Protein concentration in feed (%)14141414141414
Total vitamin level (mg/kg)5075100125150175200
cost of feed ration per 100 hens per day8.008.258.508.759.009.259.50
Number of eggs per 100 hens per day70808590959595

Which feed composition gives the least cost per egg produced?

A
Protein concentration (%) - 16; Total vitamin level (mg/kg) - 100
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B
Protein concentration (%) - 14; Total vitamin level (mg/kg) - 50
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C
Protein concentration (%) - 14; Total vitamin level (mg/kg) - 100
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D
Protein concentration (%) - 14; Total vitamin level (mg/kg) - 150
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Solution

The correct option is D Protein concentration (%) - 14; Total vitamin level (mg/kg) - 150
In Experiment 1-At protein concentration 16% vitamin level 100, the cost of feed is 9.00 and the number of egg produced is 80 per 100 hens
In experiment 2 - At protein concentration 14%, vitamin level 150, the cost of feed is 9.00 and the number of eggs produced is 95, an increase of 15 per 100 hens.
So, the correct answer is 'Protein concentration (%) - 14; Total vitamin level (mg/kg) - 150'

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