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A factory produces steel pipes in three plant with daily production volumes of 500, 

1000 and 2000 units respectively from each of the plants. From the past experience it 

is known that the fraction of defective outputs produced by three plants are 

respectively 0.005, 0.008 and 0.010. If a pipe is selected at random from a day’s total 

production and founded to be defective, from which plant is that likely to 

have came?


A secretary makes two error per page on the average. Wht is the probability that on the next page she makes. a) At least 3 errors? b) 6 to 8 errors?


2. The Ghana Revenue Authority (GRA) publishes annual figures on individual income tax returns in
Statistics of Income, Individual Income Tax Returns. For the year 2009, the GRA reported that
the mean tax of individual income tax returns was GH₡ 10,319. In actuality, the GRA reported
the mean tax of a sample of 292,966 individual income tax returns from a total of more than 130
million such returns.
a. Identify the population under consideration.
b. Identify the variable under consideration.
c. Is the mean tax reported by the GRA a sample mean or the population mean?
d. Should we expect the mean tax

Let B be the number of 2 boys in a family of four children. Construct the probability distribution for the random variable B


A population consists of the following measurement 3,8,14,17,and 58 consider all the sample of size 3 taken from this population without replacement



(1)List the sample of the mean and media respectively

(2) calculate the mean of the sample distribution of the media and the means


If it is estimated that 30% of all students who fall under the Business Economics and management departmebt at Richfield have driver's license. What is the probability of this in a sample of 10 students?

1. Exactly 4 have a driver's license?

2. At least 2 have a valid driver's license?

3. More than 9 have a valid driver's license?


Make a study about how many sheets of paper you consumed weekly in 

answering your Self Learning Modules. Record the quantity (total number of sheets)

per subject, then construct a probability distribution. Compute the mean, variance, 

and the standard deviation of the probability distribution you made. Interpret the 

result, then find out how many weeks you will consume 50 sheets of pad paper


Make a study about how many sheets of paper you consumed weekly in 

answering your Self Learning Modules. Record the quantity (total number of sheets)

per subject, then construct a probability distribution. Compute the mean, variance, 

and the standard deviation of the probability distribution you made. Interpret the 

result, then find out how many weeks you will consume 50 sheets of pad paper


Suppose two coins are tossed. Let B be the random variable representing the number of heads that occur find the probability of getting single head


How many possible samples can be drawn?


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