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Examen

Portage Math 110 Elementary Statistics

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Portage Math 110 Elementary StatisticsPortage Math 110 Elementary StatisticsPortage Math 110 Elementary StatisticsPortage Math 110 Elementary StatisticsPortage Math 110 Elementary StatisticsPortage Math 110 Elementary StatisticsPortage Math 110 Elementary StatisticsPortage Math 110 Elementary Statistics

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Publié le
11 août 2024
Nombre de pages
35
Écrit en
2024/2025
Type
Examen
Contient
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Portage Math 110 Elementary Statistics (Module 2)




frequency distribution - ✔✔ANSW✔✔..A tabular summary of data showing the number (frequency) of
observations in each of several distinctive (nonoverlapping) categories or classes.



relative frequency - ✔✔ANSW✔✔..A ratio that compares the frequency of each category to the total.

frequency of the class / n where n = total count of all classes



relative percentage - ✔✔ANSW✔✔..percentage of time the value occurs in the sample or population

relative frequency x 100



charting - ✔✔ANSW✔✔..a means to represent frequencies visually



column chart - ✔✔ANSW✔✔..Data graphed as a series of vertical bars

x-axis: class

y-axis: frequency of class



bar chart - ✔✔ANSW✔✔..Data graphed as a series of horizontal bars

,x-axis: frequency of class

y-axis: class



pie chart - ✔✔ANSW✔✔..a chart that shows the relationship of a part to a whole

best suited for the distributions focused on the proportions



3 step method to group numerical data into classes - ✔✔ANSW✔✔..1. determine the number of classes
to be evaluated

2. determine the width of each class

3. determine the limits of each class



Number of classes - ✔✔ANSW✔✔..(usu b/w 5 and 20)

less than 25 > 5 to 6

25 to 50 > 7 to 14

More than 50 > 15-20



Width of class - ✔✔ANSW✔✔..approx width =

(largest data value - smallest data value) / # of classes



qualitative data - ✔✔ANSW✔✔..frequency distributions

relative frequency distributions

percent frequency distributions

Graphical: bar, column, pie charts



quantitative data - ✔✔ANSW✔✔..frequency distributions

relative frequency distributions

percent frequency distributions

Graphical: histograms

,positive relationship - ✔✔ANSW✔✔..an association between two variables in which they increase or
decrease together



negative relationship - ✔✔ANSW✔✔..an association between two variables in which one increases while
the other decreases



no relationship - ✔✔ANSW✔✔..as one variable increases the other stays the same



measures of central tendency - ✔✔ANSW✔✔..mean, median, mode

"typical" or "average" value of a data set



sample mean - ✔✔ANSW✔✔..x bar

the arithmetic average value of the responses on a variable (sum of values / number of observations)



population mean - ✔✔ANSW✔✔..μ (mu)

calculated mean of the entire population (sum of values in population / N = number of observations in
pop)



median - ✔✔ANSW✔✔..midpoint

the middle score in a distribution; half the scores are above it and half are below it

odd = middle number

even = average of two middle numbers



mode - ✔✔ANSW✔✔..The value that occurs most frequently in a given data set.



percentile - ✔✔ANSW✔✔..Specific point in a distribution of data that has a given percentage of cases
below it.



quartile - ✔✔ANSW✔✔..A division of the total into four intervals, each one representing one-fourth of
the total.

, median is Q2

median of lower half is Q1

median of upper half is Q3



interquartile range - ✔✔ANSW✔✔..The difference between the upper and lower quartiles.

Q3-Q1



population variance - ✔✔ANSW✔✔..the difference between each data point in a data set and the
population mean of the data set

N, number in the population



sample variance - ✔✔ANSW✔✔..the difference between each data point in a data set and the sample
mean of the data set

n, which is the number in the sample



deviation about the mean - ✔✔ANSW✔✔..calculated difference between the data value and the mean



sample standard deviation - ✔✔ANSW✔✔..the positive square root of the variance



population standard deviation - ✔✔ANSW✔✔..the square root of the population variance



coefficient of variation - ✔✔ANSW✔✔..Standard deviation / mean x 100

(expressed as percentage)

how the size of the standard deviation compares to the mean of the data set



z-score - ✔✔ANSW✔✔..the number of standard deviations a particular score is from the mean



empirical rule (bell curve) - ✔✔ANSW✔✔..68.27 - 95.45 - 99.73
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