15. The number of orders that come into a mail-order sales office each month is normally distributed with a mean of 298 and a standard deviation of 15.4. Suppose that 19% of all sales are for amount is greater than $1,000. In a random sample of 30 invoices, what is the probability that more than six of the invoices are for over $1,000? Use the binomial approximation to the normal distribution.

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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15. The number of orders that come
into a mail-order sales office each
month is normally distributed with a
mean of 298 and a standard deviation
of 15.4. Suppose that 19% of all sales
are for amount is greater than $1,000.
In a random sample of 30 invoices,
what is the probability that more than
six of the invoices are for over $1,000?
Use the binomial approximation to the
normal distribution.
O 0.4857
0.9440
0.0207
0.0560
Transcribed Image Text:15. The number of orders that come into a mail-order sales office each month is normally distributed with a mean of 298 and a standard deviation of 15.4. Suppose that 19% of all sales are for amount is greater than $1,000. In a random sample of 30 invoices, what is the probability that more than six of the invoices are for over $1,000? Use the binomial approximation to the normal distribution. O 0.4857 0.9440 0.0207 0.0560
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