Statistics, Raph15-88
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
Variant 0
DifficultyLevel
521
Question
This table shows the types of pizzas a customer of a pizza restaurant ordered each month over a 12 month period.
|
Jan |
Feb |
Mar |
Apr |
May |
Jun |
Jul |
Aug |
Sep |
Oct |
Nov |
Dec |
Hawaiian |
✓ |
|
✓ |
✓ |
✓ |
|
|
✓ |
✓ |
|
✓ |
|
Pepperoni |
✓ |
✓ |
|
✓ |
✓ |
|
✓ |
✓ |
✓ |
✓ |
|
✓ |
Cheese |
|
✓ |
✓ |
|
|
✓ |
✓ |
|
|
✓ |
✓ |
|
Vegetarian |
✓ |
|
✓ |
✓ |
|
✓ |
✓ |
✓ |
|
|
✓ |
|
In how many months did the customer order pepperoni pizza but not vegetarian pizza.
Worked Solution
There are 5 months where Faye ordered pepperoni but not vegetarian pizza:
→ Feb,
May
, Sep, Oct, Dec
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | This table shows the types of pizzas a customer of a pizza restaurant ordered each month over a 12 month period.
>| | Jan | Feb | Mar| Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec |
| - | :-: |:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|
| Hawaiian | $\checkmark$ || $\checkmark$ | $\checkmark$ |$\checkmark$ ||| $\checkmark$ | $\checkmark$ || $\checkmark$ ||
| Pepperoni | $\checkmark$ | $\checkmark$ || $\checkmark$ |$\checkmark$ || $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ || $\checkmark$ |
| Cheese || $\checkmark$ | $\checkmark$ || | $\checkmark$ |$\checkmark$|| | $\checkmark$ |$\checkmark$||
| Vegetarian | $\checkmark$ || $\checkmark$ |$\checkmark$|| $\checkmark$ | $\checkmark$ | $\checkmark$ ||| $\checkmark$ |
In how many months did the customer order pepperoni pizza but not vegetarian pizza. |
workedSolution | There are {{{correctAnswer}}} months where Faye ordered pepperoni but not vegetarian pizza:
$\rightarrow$ Feb,
May
, Sep, Oct, Dec |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
522
Question
This table shows the different flavours of ice cream Irene ate over a 12-month period.
|
Jan |
Feb |
Mar |
Apr |
May |
Jun |
Jul |
Aug |
Sep |
Oct |
Nov |
Dec |
Chocolate |
✓ |
|
✓ |
✓ |
✓ |
|
|
✓ |
✓ |
|
✓ |
|
Strawberry |
✓ |
✓ |
|
✓ |
✓ |
|
✓ |
|
✓ |
✓ |
|
|
Cookies n cream |
✓ |
✓ |
✓ |
✓ |
|
✓ |
✓ |
|
|
✓ |
✓ |
✓ |
Vanilla |
|
✓ |
✓ |
✓ |
|
✓ |
|
✓ |
✓ |
✓ |
✓ |
✓ |
In how many months did Irene eat vanilla ice cream but not chocolate ice cream.
Worked Solution
There are 4 months where Irene ate vanilla but not chocolate ice cream.
→ Feb, Jun, Oct, Dec
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | This table shows the different flavours of ice cream Irene ate over a 12-month period.
>| | Jan | Feb | Mar| Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec |
| - | :-: |:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-|
| Chocolate | $\checkmark$ || $\checkmark$ | $\checkmark$ |$\checkmark$ ||| $\checkmark$ | $\checkmark$ || $\checkmark$ ||
| Strawberry | $\checkmark$ | $\checkmark$ || $\checkmark$ |$\checkmark$ || $\checkmark$ | | $\checkmark$ | $\checkmark$ |||
| Cookies n cream | $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ | | $\checkmark$ |$\checkmark$| | | $\checkmark$ |$\checkmark$| $\checkmark$ |
| Vanilla || $\checkmark$ | $\checkmark$ |$\checkmark$|| $\checkmark$ | | $\checkmark$ |$\checkmark$|$\checkmark$| $\checkmark$ |$\checkmark$ |
In how many months did Irene eat vanilla ice cream but not chocolate ice cream. |
workedSolution | There are {{{correctAnswer}}} months where Irene ate vanilla but not chocolate ice cream.
$\rightarrow$ Feb, Jun, Oct, Dec |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
523
Question
This table shows the months when a fruit grower picked different types of fruit.
|
Jan |
Feb |
Mar |
Apr |
May |
Jun |
Jul |
Aug |
Sep |
Oct |
Nov |
Dec |
Apple |
✓ |
✓ |
✓ |
✓ |
|
|
|
|
|
|
✓ |
✓ |
Cherry |
✓ |
✓ |
|
|
|
|
|
|
✓ |
✓ |
✓ |
✓ |
Peach |
|
|
✓ |
✓ |
✓ |
✓ |
✓ |
|
|
|
✓ |
|
Orange |
✓ |
|
|
|
|
|
✓ |
✓ |
✓ |
✓ |
✓ |
✓ |
During how many months did the fruit grower pick cherries but not peaches.
Worked Solution
There are 5 months where the farmer harvested cherries but not peach.
→ Jan, Feb, Sep, Oct, Dec
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | This table shows the months when a fruit grower picked different types of fruit.
>| | Jan | Feb | Mar| Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec |
| - | :-: |:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-:|:-|
| Apple | $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ ||||||| $\checkmark$ | $\checkmark$ |
| Cherry | $\checkmark$ | $\checkmark$ |||||||$\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ |
| Peach ||| $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ |$\checkmark$||||$\checkmark$ ||
| Orange |$\checkmark$|||||| $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ | $\checkmark$ |
During how many months did the fruit grower pick cherries but not peaches. |
workedSolution | There are {{{correctAnswer}}} months where the farmer harvested cherries but not peach.
$\rightarrow$ Jan, Feb, Sep, Oct, Dec |
correctAnswer | |
Answers