Assume that the number of advertisements that an individual sees in a given day follows a Normal distributionN(25,4). That is, the population mean is 25 advertisements, and the population standard deviation is 4 advertisements.
A. What is the likelihood that an individual sees more than 30 advertisements?
B. What is the likelihood that 9 individuals see more than an average of 30 advertisements?
C. What is the likelihood that 9 individuals see an average between 20-30 advertisements?
D. For a given individual, what is the 90th percentile for the number of advertisements seen? (That is, how many advertisements would someone see if they saw more advertisements than 90% of all other individuals in the population?)
A. Here we need to find
As distribution is normal we can convert x to z
b. Now we need to find
As population is normal we can convert sample mean to z
c. Now we need to find
d. Here we need to find x such that
Using z table we get
So
So
Get Answers For Free
Most questions answered within 1 hours.