Suppose that the number of pounds of grapes sold by the smalltown co-op grocery store in a day is equally likely to be anywhere between 0 and 100 pounds (fractional values are possible). if you use a probability density function to describe the number of pounds of grapes sold daily by the store, the height of the function for any number of pounds between 0 and 100 is
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The case that we are given is a form of uniform distribution.
For a uniform distribution, the height of the function is
1 / (b – a)
Height = 1/ (100 – 0)
Height = 1/100
= 0.01
So the height of function is 0.01.
For a uniform distribution, the height of the function is
1 / (b – a)
Height = 1/ (100 – 0)
Height = 1/100
= 0.01
So the height of function is 0.01.
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