Statistics, NAPX-J2-04
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
Variant 0
DifficultyLevel
328
Question
Four friends were asked what pets they owned.
|
dog |
cat |
horse |
goldfish |
budgie |
turtle |
| Chandler |
✓ |
✓ |
✓ |
✓ |
|
|
| Ross |
✓ |
✓ |
✓ |
|
|
|
| Phoebe |
✓ |
|
|
✓ |
✓ |
✓ |
| Monica |
|
✓ |
|
✓ |
✓ |
|
Who had both a cat and a budgie as pets?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Four friends were asked what pets they owned.
>>| | dog | cat | horse | goldfish | budgie|turtle|
|:-:|:-:|:-:|:-:|:-:|:-:|:-:|
| Chandler | $\checkmark$| $\checkmark$|$\checkmark$|$\checkmark$|||
| Ross | $\checkmark$| $\checkmark$|$\checkmark$||||
| Phoebe | $\checkmark$| ||$\checkmark$|$\checkmark$|$\checkmark$|
| Monica | | $\checkmark$||$\checkmark$|$\checkmark$||
Who had both a cat and a budgie as pets?
|
| workedSolution | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
326
Question
Four friends were asked what pets they owned.
|
dog |
cat |
horse |
goldfish |
budgie |
turtle |
| Marcus |
✓ |
✓ |
✓ |
✓ |
|
|
| Brett |
✓ |
✓ |
✓ |
|
|
|
| Raine |
✓ |
|
|
✓ |
✓ |
✓ |
| Mila |
|
✓ |
|
✓ |
✓ |
|
Who had both a dog and a turtle as pets?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Four friends were asked what pets they owned.
>>| | dog | cat | horse | goldfish | budgie|turtle|
|:-:|:-:|:-:|:-:|:-:|:-:|:-:|
| Marcus | $\checkmark$| $\checkmark$|$\checkmark$|$\checkmark$|||
| Brett | $\checkmark$| $\checkmark$|$\checkmark$||||
| Raine | $\checkmark$| ||$\checkmark$|$\checkmark$|$\checkmark$|
| Mila | | $\checkmark$||$\checkmark$|$\checkmark$||
Who had both a dog and a turtle as pets?
|
| workedSolution | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
324
Question
Four friends were asked what rides they went on at Luna Park.
|
Dodgem cars |
Tango Train |
Hair Raiser |
Wild Mouse |
Ferris Wheel |
| Chris |
✓ |
✓ |
|
✓ |
|
| Bluey |
✓ |
✓ |
✓ |
|
|
| Penny |
✓ |
|
|
|
✓ |
| Jules |
|
✓ |
✓ |
✓ |
|
Who went on both the Dodgem Cars and the Wild Mouse?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Four friends were asked what rides they went on at Luna Park.
>>| | Dodgem cars | Tango Train | Hair Raiser | Wild Mouse | Ferris Wheel|turtle|
|:-:|:-:|:-:|:-:|:-:|:-:|
| Chris |$\checkmark$| $\checkmark$||$\checkmark$||
| Bluey | $\checkmark$| $\checkmark$|$\checkmark$|||
| Penny | $\checkmark$||||$\checkmark$|
| Jules | | $\checkmark$|$\checkmark$|$\checkmark$||
Who went on both the Dodgem Cars and the Wild Mouse?
|
| workedSolution | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
322
Question
Four workers recorded the days they worked last week.
|
Monday |
Tuesday |
Wednesday |
Thursday |
Friday |
| Booth |
|
✓ |
✓ |
✓ |
|
| TJ |
✓ |
✓ |
|
|
|
| James |
✓ |
|
✓ |
✓ |
✓ |
| Harry |
|
|
✓ |
✓ |
|
Who worked both Monday and Wednesday last week?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Four workers recorded the days they worked last week.
>>| | Monday | Tuesday | Wednesday | Thursday | Friday|
|:-:|:-:|:-:|:-:|:-:|:-:|
| Booth | | $\checkmark$|$\checkmark$|$\checkmark$||
| TJ | $\checkmark$| $\checkmark$||||
| James | $\checkmark$| |$\checkmark$|$\checkmark$|$\checkmark$|
| Harry | | |$\checkmark$|$\checkmark$||
Who worked both Monday and Wednesday last week?
|
| workedSolution | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
320
Question
Four friends were asked what sports they watch on TV.
|
AFL |
Tennis |
Golf |
Netball |
| Greg |
✓ |
|
✓ |
✓ |
| Annie |
✓ |
|
✓ |
|
| Maree |
✓ |
✓ |
|
✓ |
| Carl |
|
✓ |
|
✓ |
Which friend watches Netball but not tennis?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Four friends were asked what sports they watch on TV.
>>| | AFL | Tennis | Golf | Netball |
|:-:|:-:|:-:|:-:|:-:|
| Greg | $\checkmark$| |$\checkmark$|$\checkmark$|
| Annie | $\checkmark$||$\checkmark$||
| Maree | $\checkmark$|$\checkmark$||$\checkmark$|
| Carl | | $\checkmark$||$\checkmark$|
Which friend watches Netball but **not** tennis?
|
| workedSolution | |
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
318
Question
Four friends were asked what sports they played.
|
Football |
Netball |
Baseball |
Basketball |
| Ricky |
|
|
✓ |
✓ |
| Ross |
|
✓ |
✓ |
|
| Maryanne |
✓ |
|
|
✓ |
| Mikaila |
|
✓ |
|
✓ |
Which sport do both Ricky and Ross play?
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Four friends were asked what sports they played.
>>| | Football | Netball | Baseball | Basketball |
|:-:|:-:|:-:|:-:|:-:|
| Ricky || |$\checkmark$|$\checkmark$|
| Ross | | $\checkmark$|$\checkmark$||
| Maryanne | $\checkmark$| ||$\checkmark$|
| Mikaila| | $\checkmark$||$\checkmark$|
Which sport do both Ricky and Ross play?
|
| workedSolution | |
| correctAnswer | |
Answers