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Examine the two normal probability curves and complete the statements.

The mean of the shorter normal curve is ["equal to", "greater than", "less than"] the mean of the taller normal curve.
The standard deviation of the shorter normal curve is ["less than", "greater than", "equal to"] the standard deviation of the taller normal curve.
The area under the shorter normal curve is ["equal to", "greater than", "less than"] the area under the taller normal curve.

User Sch
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Answer: hello the two normal probability curves are missing

answer:

a) equal to

b) greater than

c) equal to

Explanation:

a) The mean of the shorter normal curve is equal to The mean of the taller normal curve is

b) The standard deviation of the shorter normal curve is greater than the standard deviation of the taller normal curve

c) The area under the shorter normal curve is equal to the area under the taller normal curve

Examine the two normal probability curves and complete the statements. The mean of-example-1
User Glennreyes
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