a. Let the random variable ? be the number of chips per biscuit. Identify the distribution of ? and write down the value/s of its parameter/s.  b. Customers who like chocolate will be happy if the number of chocolate chips is more than the advertised average. What is the probability that the mean number of chips per biscuit is more than six?  c. The production will be stopped for maintenance if the mean number of chips per biscuit in a batch is less than four. What is the probability that the production will be stopped for maintenance?

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The quality control manager of Mary’s Bakery is inspecting a batch of chocolate-chip biscuits that has just been baked. When the production is operating correctly, the mean number of chips per biscuit is 6.
a. Let the random variable ? be the number of chips per biscuit. Identify the distribution of ? and write down the value/s of its parameter/s. 
b. Customers who like chocolate will be happy if the number of chocolate chips is more than the advertised average. What is the probability that the mean number of chips per biscuit is more than six? 
c. The production will be stopped for maintenance if the mean number of chips per biscuit in a batch is less than four. What is the probability that the production will be stopped for maintenance? 
d. Verify your answers to parts b. and c. using the appropriate Excel statistical function and demonstrate you have done this by including the Excel formula used.

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