Question

In: Statistics and Probability

1989                1990                1991            &nbs

1989                1990                1991                1992                1993

Smokers 11.36%            11.25 %           11.41 %           11.49 %         11.84 %

NonSmokers 6.02%              6.14 %             6.36 %             6.35 %             6.56 %

The data above shows a much higher incidence of low birth weight babies from mothers who smoke. This finding is likely to be a reliable one because

a) everyone knows that smoking is a bad thing.

b) the smokers rate of low birth weight is twice that of the non-smokers.

c) the pattern of differences occurs reliably over each of 5 years.

d) there is a general increase in low birth weight over the years.

On a recent fundraising drive, most of the 30 volunteers raised between $10 and $50 each. However, Brian and Karen each raised over $100. Which of the following is true?

a) The amounts of money raised by Brian and Karen are outliers.

b) The data would best be represented three-dimensionally.

c) The data appear negatively skewed.

d) The data should be represented on a back-to-back stem-and-leaf display.

e) Brian and Karen are cheaters.

Solutions

Expert Solution

Answer 1.

Here is list of babies birth weight for smokers and non smokers.

Year
1989 1990 1991 1992 1993
Smokers % 11.36 11.25 11.41 11.49 11.84
Non Smokers % 6.02 6.14 6.36 6.35 6.56
Smokers % - Non Smokers % 5.34 5.11 5.05 5.14 5.28

Here is line graph showing under weight babies birth rate.

Above chart indicates that the pattern of differences occurs over each of 5 years. Hence its answer is (c) option.

--------

Answer 2.

It is given that most of the 30 volunteers raised funds between $10 to $50. However, Brian and Karen each raised $100.

This indicates that the fund raised by Brian and Karen ( $100) is very far from fund range raised by most of volunteers ( between $10 to $50). So it indicate that the money raised by Brian and Karen of $100 is outliers. Hence the correct answer is (a) .


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