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StatisticsQ&A LibraryIt is known that the length of a certain product X is normally distributed with U=26 inches. How is the Probability P(X>22) related to P(X<22)? Mulitple choice:1. P(X>22) is greater than P(X<22)2. P(X>22) is smaller than P(X<22)3. No comparison can be made without knowing the value of the standard deviation OQuestion

Asked Feb 27, 2020

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It is known that the length of a certain product X is normally distributed with U=26 inches. How is the Probability P(X>22) related to P(X<22)?

Mulitple choice:

1. P(X>22) is greater than P(X<22)

2. P(X>22) is smaller than P(X<22)

3. No comparison can be made without knowing the value of the standard deviation O

Step 1

**The normal distribution:**

A continuous random variable *X* is said to follow normal distribution with mean µ and standard deviation σ if the probability density function of *X* is,

Step 2

It is given that X follows a normal distribution with µ =26.

The probability that X greater than 22 is calculated as follows:

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