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11.1 Stats LT Reviewer

Total questions: 116

Worksheet time: 4hrs 52mins

Name
Class
Date
1.

Reporting the percent of students in a statistics class who use calculator.

a)

Descriptive

b)

Inferential

2.

Using a sample of 50 tablets to predict the average battery life.

a)

Descriptive

b)

Inferential

3.

A Filipino viewer watches 151 hours of television per month.

a)

Descriptive

b)

Inferential

4.

The average rating of the book ABC by 20 reviewers is 4.6 on a scale of 1 to 5.

a)

Descriptive

b)

Inferential

5.

According to a national report, there were 2.5 problems per one copying machines reported during 2009.

a)

Descriptive

b)

Inferential

6.

Most favorite singer

a)

Qualitative

b)

Quantitative Continuous

c)

Quantitative Discrete

7.

Shoe size

a)

Qualitative

b)

Quantitative Continuous

c)

Quantitative Discrete

8.

Number of Days

a)

Qualitative

b)

Quantitative Continuous

c)

Quantitative Discrete

9.

Binary responses ( e.g. True of False)

a)

Qualitative

b)

Quantitative Continuous

c)

Quantitative Discrete

10.

Student letter grades

a)

Qualitative

b)

Quantitative Continuous

c)

Quantitative Discrete

11.

A listing posted by the Arby’s restaurant chain gives, for each of the sandwiches it sells, the type of meat in the sandwich, the number of calories, and the serving size in ounces. The data might be used to assess the nutritional value of the different sandwiches.

Define the subject in the statement above.

(a)  

12.

A listing posted by the Arby’s restaurant chain gives, for each of the sandwiches it sells, the type of meat in the sandwich, the number of calories, and the serving size in ounces. The data might be used to assess the nutritional value of the different sandwiches.

Define the variables in the statement above.

a)

sandwich

b)

number of calories

c)

type of meat

d)

serving size in ounces

e)

nutritional value

13.

The numerical value that describes the sample.

(a)  

14.

The characteristics recorded for each individual/subject.

(a)  

15.

A type of Statistics that is concerned in describing the population.

(a)  

16.

A type of variable that can be placed into distinct categories, attributes or characteristics.

(a)  

17.

If Teacher ABC wants to know the effectiveness of virtual classroom to his students and he will ask everyone in one of the sections his handling, will the data be coming from sample or population?

(a)  

18.

What does NOT belong to the group?

a)

Number of Siblings

b)

Daily Expenses

c)

Age

d)

Telephone Number

19.

Discrete quantitative variables are variables that can be (a)   .

20.

The entire collection of individuals or objects about which information is desired is called a sample.

a)

True

b)

False

21.

_______ data are variables than can be categorized while _______ data are variables that can be counted or measured.

(a)  

22.

Select and check ALL examples of quantitative variable below.

a)

Telephone Number

b)

Zip Code

c)

Quiz Score

d)

Age

e)

Daily Expenses

23.

Methods for organizing and presenting data make up the branch of inferential statistics.

a)

True

b)

False

24.

A primary use of inferential statistics involves generalizing from a sample to a population.

a)

True

b)

False

25.

A variable is a characteristic whose value may change from one observation to another.

a)

True

b)

False

26.

Scientists at a major pharmaceutical firm conducted an experiment to study the effectiveness of an herbal compound to treat the common cold. They exposed each patient to a cold virus, then gave them either the herbal compound or a sugar solution known to have no effect on colds. Several days later they assessed each patient’s condition, using a cold severity scale ranging from 0 to 5. They found no evidence of the benefits of the compound.


Define all the variables in the statement above.

a)

old virus

b)

sugar solution

c)

treatment

d)

patient's condition

e)

herbal compound

27.

The manager of a department store records the number of buying customers daily for eight consecutive weeks.

a)

Descriptive

b)

Inferential

28.

There is a relationship between smoking cigarettes and getting emphysema.

a)

Descriptive

b)

Inferential

29.

From past figures, it is predicted that 39% of the registered voters in California will vote in the next election.

a)

Descriptive

b)

Inferential

30.

A math teacher wishes to determine the effect of her teaching technique on the performance of students by comparing selected students grades.

a)

Descriptive

b)

Inferential

31.

The average age of the students in Teacher B statistics class is 21 years.

a)

Descriptive

b)

Inferential

32.

What is the practice or study of collecting and analyzing data?

a)

Context

b)

Statistics

c)

Variables

d)

Probability

33.

Which of the following is a discrete variable?

I. The average height of a randomly selected group of boys

II. The measure of the speed of the boat

III. The total number of students present on the class

a)

I only

b)

II only

c)

III only

d)

I and II

34.

Zip code is an example of ________________.

a)

Can't be determined

b)

qualitative variable

c)

quantitative discrete

d)

quantitative continuous

35.

The entire collection of individuals or objects about which information is desired is called a sample.

a)

True

b)

False

36.

Data are discrete if the possible values are countable.

a)

True

b)

False

37.

The numerical value that describes the population and sample are called parameter and statistic respectively.

a)

True

b)

False

38.

What do you call the study of data?

(a)  

39.

Select the best answer on the given choices.

The ratio scale of measurement ____________.

a)

cannot assume negative values

b)

is usually based on counting

c)

usually involves ranking

d)

has a meaningful zero

40.

Select the best answer on the given choices.

The ordinal scale of measurement _______________________.

a)

cannot assume negative values

b)

all of the choices

c)

is based on ranks

d)

has a meaningful zero

41.

Highest educational attainment

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

42.

Body temperature

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

43.

Civil Status

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

44.

Brand of laundry soap being used

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

45.

Total household expenditures last month in peso

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

46.

Number of children in a household

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

47.

Military Title (Lieutenant, Captain, Major)

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

48.

Speed of the car

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

49.

Time (in hours) consumed on Facebook on a particular day

a)

Nominal

b)

Ordinal

c)

Interval

d)

Ratio

50.

What is the lowest level of measurement?

(a)  

51.

Biased sampling occurs when some members of a population are systematically more likely to be selected in a sample than others.

a)

True

b)

False

52.

Select two biased sampling below.

a)

Voluntary Response Sampling

b)

Stratified Sampling

c)

Simple Random Sampling

d)

Cluster Sampling

e)

Convenience Sampling

53.

Samples are used to make inferences about populations. Samples are easier to collect data from because they are practical, cost-effective and convenient.

a)

True

b)

False

54.

A teacher samples her class by selecting every third person on her class list

a)

Systematic

b)

Cluster

c)

Simple Random Sampling

d)

Stratified

55.

A teacher samples her class by selecting all students sitting at group 1 and group 5 in her classroom.

a)

Systematic

b)

Cluster

c)

Simple Random Sampling

d)

Stratified

56.

A teacher samples her class by picking 10 numbers from the paper bag and each number is assigned to a student.

a)

Systematic

b)

Cluster

c)

Simple Random Sampling

d)

Stratified

57.

Used for quantitative data and the trend of the line segments is always increasing.

a)

J-Shape

b)

Ogive

c)

Reversed J-Shape

d)

Histrogram

58.

The frequencies are displayed by the height of vertical bars, which are arranged in descending order.

a)

U-Shape

b)

Ogive

c)

Reversed J-Shape

d)

Histrogram

59.

It displays the data by using lines that connect points plotted for the frequencies at the midpoints.

a)

Frequency Polygon

b)

Ogive

c)

Reversed J-Shape

d)

Bell Shape

60.

A graph that represents the class boundaries and cumulative frequencies.

a)

Uniform

b)

Ogive

c)

J-Shape

d)

Bell Shape

61.

The least frequency is on the center and it has approximately symmetric ends.

a)

Histogram

b)

Ogive

c)

U-Shape

d)

Bell Shape

62.

The distribution is

a)

U-Shape

b)

Reversed J-Shape

c)

Bell shape

d)

Undefined in shape

63.

The distribution is

a)

Right-Skewed

b)

Left-Skewed

c)

Has no skew

64.

The distribution is

a)

Unimodal

b)

Bimodal

c)

Multimodal

d)

Has no mode

65.

The distribution is

a)

U-Shape

b)

Reversed J-Shape

c)

Bell shape

d)

Undefined in shape

66.

The distribution is

a)

Right-Skewed

b)

Left-Skewed

c)

Has no skew

67.

The distribution is

a)

Unimodal

b)

Bimodal

c)

Multimodal

d)

Has no mode

68.

The distribution is

a)

U-Shape

b)

Reversed J-Shape

c)

Bell shape

d)

Undefined in shape

69.

The distribution is

a)

Right-Skewed

b)

Left-Skewed

c)

Has no skew

70.

The distribution is

a)

Unimodal

b)

Bimodal

c)

Multimodal

d)

Has no mode

71.

A bell-shaped distribution has no skewness.

a)

Sometimes True

b)

Always True

c)

Never True

72.

A left-skewed distribution is unimodal.

a)

Sometimes True

b)

Always True

c)

Never True

73.

In how many games did the team score more than 20 points?

(a)  

74.

What is the shape of the distribution?

a)

J-Shaped

b)

Bell-Shaped

c)

U-Shaped

d)

Uniform

75.

In how many games did the team score fewer than 10 points?

(a)  

76.

In a dot plot, each dot represents _____________.

a)

a variable

b)

frequency

c)

the mean

d)

the mode

77.

The dot plot shown describes the number and types of pizzas ordered for a party. By analyzing the dot plot, determine how many pizzas were ordered for the party.

(a)  

78.

How many games did the team play?

(a)  

79.

A dotplot is not advisable to use for _______________.

a)

small sets of data

b)

quantitative data

c)

large sets of data

d)

qualitative data

80.

The dot plot shown describes the number of children each family in a particular apartment complex has.


What is the median number of children in this apartment complex? round off answer in whole number

(a)  

81.

A survey was taken in an apartment complex to determine how many computers each family owns. A dot plot was made with the results.

This dotplot displays a right skew.

a)

True

b)

False

82.

A survey was taken in an apartment complex to determine how many computers each family owns. A dot plot was made with the results.

This shows that most families in the apartment complex have between 1 and 3 computers.

a)

True

b)

False

83.

A survey was taken in an apartment complex to determine how many computers each family owns. A dot plot was made with the results.

This dotplot is bell-shaped and unimodal.

a)

True

b)

False

84.

Given the data below about football scores, compute the following: round off answers in whole number


a) range

b) mean

c) median

(a)  

85.

A study was conducted to determine the effectiveness of a speed limit sign.

The speeds of cars at the 65 mph sign were:

58 60 65 65 70 70 71 74 85 88

Identify the five number summary.

a) minimum value

b) Q1

c) median

d) Q3

e) maximum value

(a)  

86.

A study was conducted to determine the effectiveness of a speed limit sign.

The speeds of cars at the 65 mph sign were:

58 60 65 65 70 70 71 74 85 88

Which box plot correctly displays the information?

a)

B

b)

C

c)

A

d)

D

87.

A study was conducted to determine the effectiveness of a speed limit sign.

The speeds of cars at the 65 mph sign were:

58 60 65 65 70 70 71 74 85 88

Determine the values of the outlier:

a) any values that are less than _____ are extremely low values

b) any values that are greater than _____ are extremely high values.

(a)  

88.

Find the following. Round off answers to the nearest tenths.

Ages of 6th grade Teachers

a) range

b) mean

c) median

d) mode

(a)  

89.

Find the following. Round off answers to the nearest tenths.

Ages of 5th grade Teachers

a) range

b) mean

c) median

d) mode

(a)  

90.

The range of each attempt is the same.

a)

True

b)

False

91.

Attempt 1 average score was higher than attempt 2 scores.

a)

True

b)

False

92.

Use the dot plot shown to find the following. Round off answers to the nearest tenths.

a) range

b) mean

c) median

d) mode

(a)  

93.

The boxplots below show prices of used cars (in thousand of dollars) advertised for sale at three different car dealers.


a) Which dealer offers the cheapest car

b) what price (include unit)?

(a)  

94.

The boxplots below show prices of used cars (in thousand of dollars) advertised for sale at three different car dealers.


a) Which dealer offers the lowest median price

b) how much is it (include unit)?

(a)  

95.

The boxplots below show prices of used cars (in thousand of dollars) advertised for sale at three different car dealers.


a) Which dealer has the smallest price range

b) what is it (include unit)?

(a)  

96.

The boxplots below show prices of used cars (in thousand of dollars) advertised for sale at three different car dealers.


a) Which dealer's prices are less variable

b) what is it (include unit)?

(a)  

97.

If the range of a data set is 25. Find the approximated value of the standard deviation, using the range rule of thumb. Round off answers to the nearest hundredths.

(a)  

98.

If the values of the mean, median and mode will all be the same, the shape of the distribution will be _______.

a)

Bell Shaped

b)

Left-Skewed

c)

Cannot be determined

d)

Right-Skewed

99.

What is the appropriate measure for the data that represent the marital status (married, divorced, widowed, single)?

a)

Mean

b)

Median

c)

Mode

d)

Cannot be determined

100.

Which is true about coefficient of variation?

a)

The difference between the largest and lowest value of a set of data.

b)

A measure of variation used when data sets have different units.

c)

The middle value of a set of data.

d)

The squared value of the standard deviation.

101.

If the CVar for an English test is 4.9%, and the CVar for a History test is 6.9%, then the History test is more consistent.

a)

True

b)

False

102.

If the mean of the number of sales of houses is 56, and the variance is 36, then the coefficient of variation is (a)   . Round off answer to the nearest hundredths.

103.

If the CVar for an English test is 6.9%, and the CVar for a History test is 4.9%, then the English test is more variable.

a)

True

b)

False

104.

If the CVar for an English test is 7.2%, and the CVar for a History test is 5.2%, then the History test is less consistent.

a)

True

b)

False

105.

Select the statement that correctly describes a relationship between measures of central tendency for the distribution above.

a)

None of the choices

b)

The median and the mean are the same

c)

The mean is less than the mode

d)

The mode and the mean are the same

106.

When the distribution is positively skewed, the relationship between the mean, median and mode will be:

a)

Cannot be determined

b)

Mean = Median = Mode

c)

Mean > Median > Mode

d)

Mean < Median < Mode

107.

If all data values are the same in a set, what is the value of its variability?

a)

1

b)

R/4

c)

100%

d)

0

108.

Determine the skewness of the data set below:

1, 2, 2, 3, 3, 3, 4, 4, 5

a)

Right-Skewed

b)

Symmetric

c)

Uniform

d)

Left-Skewed

109.

Determine the distribution of the data set that has a mean = 7, a median = 6.5, and a mode of 6.

a)

Right-Skewed

b)

Symmetric

c)

Uniform

d)

Left-Skewed

110.

The mean is the best measure of central tendency.

a)

True

b)

False

111.

All data have mean, median and mode.

a)

True

b)

False

112.

The median and mean can only have one value for a given data set.

a)

True

b)

False

113.

Which among the following will give you a coefficient of variation of 30%?

a)

Mean of 30 and standard deviation of 15

b)

Mean of 3 and standard deviation of 3

c)

Mean of 10 and standard deviation of 3

d)

Mean of 4 and standard deviation of 16

114.

The median is usually preferred when there is an outlier.

a)

True

b)

False

115.

Determine the distribution of the data set that has a mean = 5, a median = 5, and a mode of 5.

a)

Right-Skewed

b)

Symmetric

c)

Uniform

d)

Left-Skewed

116.

What is the coefficient of variation of a sample that has a mean of 10 and standard deviation of 2?

a)

20

b)

2%

c)

20%

d)

2