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cabbages have a whites that are normally distributed with mean that equals 48 ounces and standard...

cabbages have a whites that are normally distributed with mean that equals 48 ounces and standard deviation 3 ounces. how much would a cabbage need to weigh to be in the top 7% of heaviest cabbages?
Math   Statistics-And-Probability   
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Answer #1

Given,

mean=48, standard deviation=3

also given that ,

  

.... by using Statistical table.

  

  

  

Then, 52.4271 ounces cabbage need to weigh to be in the top 7% of heaviest cabbages.

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