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Create and Interpret Dot Plots (Line Plots)>
Create and Interpret Dot Plots (Line Plots) 2Create and Interpret Dot Plots (Line Plots) 2
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Question 1 of 11
1. Question
Create a dot plot using the data set below.`8` `11` `12` `11` `11` `10` `11` `9` `8` `12` `14` `13` `10` `6` `10` `14` `11` `10` `9` `11` Hint
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A dot plot is a number line that contains all possible scores from a data set and uses dots to represent frequency.First, find the highest and the lowest score.`\text(Highest Score)` `=` `14` `\text(Lowest Score)` `=` `6` Create a number line with with ascending values from the lowest to highest scores
Next, read across the data while placing a dot above the corresponding score.`8` `11` `12` `11` `11` `10` `11` `9` `8` `12` `14` `13` `10` `6` `10` `14` `11` `10` `9` `11` 
Continue doing this until all scores are accounted for.
To check, count the total dots and make sure it is equal to the number of given scores, which is `20`.
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Question 2 of 11
2. Question
Create a dot plot using the data set below.`65` `66` `68` `68` `68` `72` `73` `75` `76` Correct
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A dot plot is a number line that contains all possible scores from a data set and uses dots to represent frequency.First, find the highest and the lowest score.`\text(Highest Score)` `=` `76` `\text(Lowest Score)` `=` `65` Create a number line with with ascending values from the lowest to highest scores
Next, read across the data while placing a dot above the corresponding score.`65` `66` `68` `68` `68` `72` `73` `75` `76` 
Continue doing this until all scores are accounted for.
To check, count the total dots and make sure it is equal to the number of given scores, which is `9`.
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Question 3 of 11
3. Question
Create a dot plot using the data set below.Academy Awards Movies No. of Awards Cavalcade 3 Tom Jones 4 Terms of Endearment 5 American Beauty 5 The Hurt Locker 6 Dance with Wolves 7 Slumdog Millionaire 8 My Fair Lady 8 Ben-Hur 11 Correct
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A dot plot is a number line that contains all possible scores from a data set and uses dots to represent frequency.First, find the highest and the lowest score.`\text(Highest Score)` `=` `11` `\text(Lowest Score)` `=` `3` Create a number line with with ascending values from the lowest to highest scores
Next, read across the data while placing a dot above the corresponding score.Movies No. of Awards Cavalcade `3` Tom Jones `4` Terms of Endearment `5` American Beauty 5 The Hurt Locker 6 Dance with Wolves 7 Slumdog Millionaire 8 My Fair Lady 8 Ben-Hur 11 
Continue doing this until all scores are accounted for.
To check, count the total dots and make sure it is equal to the number of given scores, which is `9`.
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Question 4 of 11
4. Question
Create a dot plot using the data set below.Sales Tax State Percent State Percent Oklahoma 5 New Mexico 5 New York 4 Illinois 6 Wisconsin 5 Kansas 6 Virginia 4 Colorado 3 North Carolina 5 Pennsylvania 6 Washington 7 Ohio 6 New Hampshire 0 Oregon 0 Alaska 0 Hawaii 4 Georgia 4 Correct
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Incorrect
A dot plot is a number line that contains all possible scores from a data set and uses dots to represent frequency.First, find the highest and the lowest score.`\text(Highest Score)` `=` `7` `\text(Lowest Score)` `=` `0` Create a number line with with ascending values from the lowest to highest scores
Next, read across the data while placing a dot above the corresponding score.State Percent State Percent Oklahoma `5` New Mexico 5 New York `4` Illinois 6 Wisconsin `5` Kansas 6 Virginia 4 Colorado 3 North Carolina 5 Pennsylvania 6 Washington 7 Ohio 6 New Hampshire 0 Oregon 0 Alaska 0 Hawaii 4 Georgia 4 
Continue doing this until all scores are accounted for.
To check, count the total dots and make sure it is equal to the number of given scores, which is `17`.
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Question 5 of 11
5. Question
Find the mode of the dot plot below.
- `\text(Mode )=` (11)
Hint
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The mode of a data set is the value with the highest frequencyThe mode of a dot plot is represented by the score with the most dots.
We can see that the score `11` has `6` dots, and is the most frequent score on the dot plot.Therefore, the mode for this data set is `11``\text(Mode)=11` -
Question 6 of 11
6. Question
Find the mode of the dot plot below.
- `\text(Mode )=` (66)
Correct
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The mode of a data set is the value with the highest frequencyThe mode of a dot plot is represented by the score with the most dots.
We can see that the score `66` has `3` dots, and is the most frequent score on the dot plot.Therefore, the mode for this data set is `66``\text(Mode)=66` -
Question 7 of 11
7. Question
The scores for a game are represented on the dot plot below. Find the median.
- `\text(Median )=` (7)
Hint
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The median is the middle value in an ordered set of data.Take note that there is a total of `19` scores on the dot plot, which is an odd number.Therefore, the median of the data set will be the score on the `10th` position.
`\text(Median)=7` -
Question 8 of 11
8. Question
Find the median of the dot plot below.
- `\text(Median )=` (51)
Correct
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The median is the middle value in an ordered set of data.Take note that there is a total of `10` scores on the dot plot, which is an even number.Therefore, the median of the data set will be the average of the scores on the `5th` and `6th` positions.
`\text(Median)` `=` `(49+53)/2` `=` `102/2` `=` `51` `\text(Median)=51` -
Question 9 of 11
9. Question
The scores for a game are represented on the dot plot below. Find the mean.
Round your answer to two decimal places- `\text(Mean )=` (7.53)
Hint
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Incorrect
Mean Formula
$$\text{Mean}=\frac{\color{#00880a}{\sum x}}{\color{#e85e00}{N}}$$Remember
$$ \color{#00880a}{{\small\sum} x} $$ is the sum of all the given values.`N` is the number of given values.First, solve for the sum of the given values.The number of dots on a value indicates how many times a score occurs on the data set.$$ \color{#00880a}{{\small\sum} x} $$ `=` `3+(5xx2)+6+(7xx6)+(8xx4)` `+(9xx2)+10+(11xx2)` `=` `143` Next, divide the sum of all values $$( \color{#00880a}{{\small\sum} x} )$$ by the number of values (`N`).`\text(Mean)` `=` $$\frac{\color{#00880a}{{\small\sum} x}}{\color{#e85e00}{N}}$$ Finding the mean `=` $$\frac{\color{#00880a}{143}}{\color{#e85e00}{19}}$$ There are `19` given values `=` `7.53` Rounded to two decimal places `\text(Mean)=7.53` -
Question 10 of 11
10. Question
Find the mean of the dot plot below.
Round your answer to two decimal places- `\text(Mean )=` (46.69)
Correct
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Incorrect
Mean Formula
$$\text{Mean}=\frac{\color{#00880a}{\sum x}}{\color{#e85e00}{N}}$$Remember
$$ \color{#00880a}{{\small\sum} x} $$ is the sum of all the given values.`N` is the number of given values.First, solve for the sum of the given values.The number of dots on a value indicates how many times a score occurs on the data set.$$ \color{#00880a}{{\small\sum} x} $$ `=` `39+(40xx2)+43+44+(45xx3)+47` `+48+49+50+51+52+53+56` `=` `747` Next, divide the sum of all values $$( \color{#00880a}{{\small\sum} x} )$$ by the number of values (`N`).`\text(Mean)` `=` $$\frac{\color{#00880a}{{\small\sum} x}}{\color{#e85e00}{N}}$$ Finding the mean `=` $$\frac{\color{#00880a}{747}}{\color{#e85e00}{16}}$$ There are `16` given values `=` `46.69` Rounded to two decimal places `\text(Mean)=46.69` -
Question 11 of 11
11. Question
Find the outlier of the dot plot below.
- `\text(Outlier )=` (6)
Hint
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The outlier is the score that is separated from the main body of data.We can see on the dot plot that the value `6` is separated from the rest of the dots
Therefore, the outlier of this data set is `6``\text(Outlier)=6`
Quizzes
- Find Mean, Mode, Median and Range 1
- Find Mean, Mode, Median and Range 2
- Find Mean, Mode, Median and Range 3
- Create Frequency Tables & Graphs
- Interpret Frequency Tables 1
- Interpret Frequency Tables 2
- Create and Interpret Bar & Line Graphs (Histograms)
- Interpret Cumulative Frequency Tables and Charts 1
- Interpret Cumulative Frequency Tables and Charts 2
- Create Grouped Frequency Tables and Graphs
- Interpret Grouped Frequency Tables
- Create and Interpret Dot Plots (Line Plots) 1
- Create and Interpret Dot Plots (Line Plots) 2
- Finding the Interquartile Range 1
- Finding the Interquartile Range 2
- Create and Interpret Box & Whisker Plots 1
- Create and Interpret Box & Whisker Plots 2
- Create and Interpret Box & Whisker Plots 3
- Create and Interpret Box & Whisker Plots 4
- Create and Interpret Stem & Leaf Plots 1
- Create and Interpret Stem & Leaf Plots 2
- Create and Interpret Stem & Leaf Plots 3
- Create and Interpret Stem & Leaf Plots 4