Statistics and Probability, NAPX-J3-CA40 SA
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
Variant 0
DifficultyLevel
731
Question
A random sample of people were asked what is their favourite winter sport.
The table below recorded the results.
Sport |
Number of People |
Netball |
56 |
Aussie Rules |
69 |
Rugby League |
42 |
Hockey |
17 |
Using the data from the survey, predict how many people would choose Aussie Rules if 2000 people were surveyed?
Worked Solution
|
= 56+69+42+17 |
= 184 |
∴ Predicted number to choose Aussie Rules
|
= 18469×2000 |
= 750 |
Question Type
Answer Box
Variables
Variable name | Variable value |
question | A random sample of people were asked what is their favourite winter sport.
The table below recorded the results.
>>| Sport | Number of People|
|:-:|:-:|
| Netball | 56|
| Aussie Rules | 69|
| Rugby League | 42|
| Hockey | 17|
Using the data from the survey, predict how many people would choose Aussie Rules if 2000 people were surveyed? |
workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= $56+69+42+17$ |
| \= 184 |
sm_nogap $\therefore$ Predicted number to choose Aussie Rules
>>| |
| ---------- |
| \= $\dfrac{69}{184} \times 2000$ |
| \= {{{correctAnswer0}}} |
|
correctAnswer0 | |
prefix0 | |
suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
correctAnswerN | correctAnswerValue | Answer |
correctAnswer0 | 750 | |
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
Variant 1
DifficultyLevel
733
Question
A random sample of people were surveyed on the brand of their smartphone.
The table below recorded the results.
Brand of Phone |
Number of People |
Nokia |
27 |
Apple |
108 |
Samsung |
71 |
Google |
10 |
Using the data from the survey, predict how many people would have a Nokia phone if 4000 people were surveyed?
Worked Solution
|
= 27 + 108 + 71 + 10 |
= 216 |
∴ Predicted number to own Nokia
|
= 21627×4000 |
= 500 |
Question Type
Answer Box
Variables
Variable name | Variable value |
question | A random sample of people were surveyed on the brand of their smartphone.
The table below recorded the results.
>>| Brand of Phone| Number of People|
|:-:|:-:|
| Nokia| 27|
| Apple| 108|
| Samsung| 71|
| Google| 10 |
Using the data from the survey, predict how many people would have a Nokia phone if 4000 people were surveyed? |
workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 27 + 108 + 71 + 10 |
| \= 216 |
sm_nogap $\therefore$ Predicted number to own Nokia
>>| |
| ---------- |
| \= $\dfrac{27}{216} \times 4000$ |
| \= {{{correctAnswer0}}} |
|
correctAnswer0 | |
prefix0 | |
suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
correctAnswerN | correctAnswerValue | Answer |
correctAnswer0 | 500 | |
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
Variant 2
DifficultyLevel
735
Question
A random sample of people were surveyed on what is their favourite ice cream flavour.
The table below recorded the results.
Ice Cream Flavour |
Number of People |
Vanilla |
49 |
Bubblegum |
28 |
Passionfruit |
35 |
Chocolate |
59 |
Caramel |
29 |
Using the data from the survey, predict how many people would choose chocolate if 3000 people were surveyed?
Worked Solution
|
= 49 + 28 + 35 + 59 + 29 |
= 200 |
∴ Predicted number to choose chocolate
|
= 20059×3000 |
= 885 |
Question Type
Answer Box
Variables
Variable name | Variable value |
question | A random sample of people were surveyed on what is their favourite ice cream flavour.
The table below recorded the results.
>>| Ice Cream Flavour| Number of People|
|:-:|:-:|
| Vanilla| 49|
| Bubblegum| 28|
| Passionfruit| 35|
| Chocolate| 59 |
| Caramel | 29 |
Using the data from the survey, predict how many people would choose chocolate if 3000 people were surveyed? |
workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 49 + 28 + 35 + 59 + 29 |
| \= 200 |
sm_nogap $\therefore$ Predicted number to choose chocolate
>>| |
| ---------- |
| \= $\dfrac{59}{200} \times 3000$ |
| \= {{{correctAnswer0}}} |
|
correctAnswer0 | |
prefix0 | |
suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
correctAnswerN | correctAnswerValue | Answer |
correctAnswer0 | 885 | |
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
Variant 3
DifficultyLevel
734
Question
A random sample of people were surveyed on what is their favourite winter snow sport.
The table below recorded the results.
Snow Sport |
Number of People |
Skiing |
102 |
Snow Boarding |
228 |
Cross Country |
85 |
Fat Biking |
25 |
Using the data from the survey, predict how many people would choose Skiing if 5500 people were surveyed?
Worked Solution
|
= 102 + 228 + 85 + 25 |
= 440 |
∴ Predicted number to choose Snow Skiing
|
= 440102×5500 |
= 1275 |
Question Type
Answer Box
Variables
Variable name | Variable value |
question | A random sample of people were surveyed on what is their favourite winter snow sport.
The table below recorded the results.
>>| Snow Sport | Number of People|
|:-:|:-:|
| Skiing | 102|
| Snow Boarding | 228|
| Cross Country | 85|
| Fat Biking | 25|
Using the data from the survey, predict how many people would choose Skiing if 5500 people were surveyed? |
workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 102 + 228 + 85 + 25 |
| \= 440 |
sm_nogap $\therefore$ Predicted number to choose Snow Skiing
>>| |
| ---------- |
| \= $\dfrac{102}{440} \times 5500$ |
| \= {{{correctAnswer0}}} |
|
correctAnswer0 | |
prefix0 | |
suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
correctAnswerN | correctAnswerValue | Answer |
correctAnswer0 | 1275 | |
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
Variant 4
DifficultyLevel
732
Question
A random sample of people were surveyed on their favourite streaming channel.
The table below recorded the results.
Streaming Channel |
Number of People |
Amazon Prime |
37 |
Disney+ |
64 |
Google TV |
29 |
Netflix |
85 |
Paramount |
24 |
Stan |
81 |
Using the data from the survey, predict how many people would choose Amazon Prime if 2560 people were surveyed?
Worked Solution
|
= 37 + 64 + 29 + 85 + 24 + 81 |
= 320 |
∴ Predicted number to choose Amazon Prime
|
= 32037×2560 |
= 296 |
Question Type
Answer Box
Variables
Variable name | Variable value |
question | A random sample of people were surveyed on their favourite streaming channel.
The table below recorded the results.
>>| Streaming Channel| Number of People|
|:-:|:-:|
| Amazon Prime| 37|
|Disney+| 64|
| Google TV| 29|
| Netflix| 85 |
|Paramount | 24 |
|Stan| 81 |
Using the data from the survey, predict how many people would choose Amazon Prime if 2560 people were surveyed? |
workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 37 + 64 + 29 + 85 + 24 + 81|
| \= 320 |
sm_nogap $\therefore$ Predicted number to choose Amazon Prime
>>| |
| ---------- |
| \= $\dfrac{37}{320} \times 2560$ |
| \= {{{correctAnswer0}}} |
|
correctAnswer0 | |
prefix0 | |
suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
correctAnswerN | correctAnswerValue | Answer |
correctAnswer0 | 296 | |
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
Variant 5
DifficultyLevel
736
Question
A random sample of people were surveyed on their favourite breed of dog.
The table below recorded the results.
Breed of Dog |
Number of People |
Border Collie |
65 |
Cavoodle |
22 |
Golden Retriever |
125 |
Labrador |
75 |
Maltese Cross |
36 |
Staffordshire Bull Terrier |
52 |
Using the data from the survey, predict how many people would choose a Cavoodle if 3000 people were surveyed?
Worked Solution
|
= 65 + 22 + 125 +75 + 36 + 52 |
= 375 |
∴ Predicted number to choose a Cavoodle
|
= 37522×3000 |
= 176 |
Question Type
Answer Box
Variables
Variable name | Variable value |
question | A random sample of people were surveyed on their favourite breed of dog.
The table below recorded the results.
>>| Breed of Dog| Number of People|
|:-:|:-:|
| Border Collie| 65|
| Cavoodle| 22 |
| Golden Retriever| 125|
| Labrador| 75 |
| Maltese Cross| 36 |
| Staffordshire Bull Terrier| 52|
Using the data from the survey, predict how many people would choose a Cavoodle if 3000 people were surveyed? |
workedSolution | sm_nogap Total people surveyed
>>| |
| ---------- |
| \= 65 + 22 + 125 +75 + 36 + 52 |
| \= 375 |
sm_nogap $\therefore$ Predicted number to choose a Cavoodle
>>| |
| ---------- |
| \= $\dfrac{22}{375} \times 3000$ |
| \= {{{correctAnswer0}}} |
|
correctAnswer0 | |
prefix0 | |
suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
correctAnswerN | correctAnswerValue | Answer |
correctAnswer0 | 176 | |