Statistics, NAPX-J2-29
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Variant 0
DifficultyLevel
450
Question
Patrick counts the number of moths he has collected.
- 9 Bogon moths
- 3 Atlas moths
- 6 Gypsy moths
In each picture graph below,
= 3 moths
Select the picture graph that shows the number of moths Patrick counts.
Worked Solution
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Patrick counts the number of moths he has collected.
* 9 Bogon moths
* 3 Atlas moths
* 6 Gypsy moths
In each picture graph below,  = 3 moths
Select the picture graph that shows the number of moths Patrick counts.
|
| workedSolution |
 = 3 moths
 = 6 moths
 = 9 moths
{{{correctAnswer}}}
|
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2019/01/NAPX-J2-29-v1a.svg 300 indent vpad
|
Answers
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Variant 1
DifficultyLevel
447
Question
A charity event was held over three weeks.
In the first week $5000 was raised, in the second week $3500 was raised and in the last week $2000 was raised.
In the tables below, O = $500
Which table correctly shows the amount of donations raised in the 3 weeks?
Worked Solution
"O" represents $500 in donations.
"O" symbols required
1st week: 5000 ÷ 500 = 10
2nd week: 3500 ÷ 500 = 7
3rd week: 2000 ÷ 500 = 4
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | A charity event was held over three weeks.
In the first week $5000 was raised, in the second week $3500 was raised and in the last week $2000 was raised.
In the tables below, O = $500
Which table correctly shows the amount of donations raised in the 3 weeks? |
| workedSolution | "O" represents $500 in donations.
"O" symbols required
1st week: 5000 $\div$ 500 = 10
2nd week: 3500 $\div$ 500 = 7
3rd week: 2000 $\div$ 500 = 4
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/04/RAPH8-Q24-A.svg 250 indent vpad |
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/04/RAPH8-Q24-A.svg 250 indent vpad |
Answers
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
Variant 2
DifficultyLevel
433
Question
Tim was recording the colour of cars that drove past his school in 1 hour.
In the hour, Tim saw 14 blue, 8 silver and 6 white cars.
In the tables below, X = 2 cars.
Which table correctly shows the number of cars that Tim saw?
Worked Solution
|
|
| 14 Blue cars |
= 7X |
| 8 Silver cars |
= 4X |
| 6 White cars |
= 3X |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Tim was recording the colour of cars that drove past his school in 1 hour.
In the hour, Tim saw 14 blue, 8 silver and 6 white cars.
In the tables below, $X$ = 2 cars.
Which table correctly shows the number of cars that Tim saw? |
| workedSolution | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2018/06/NAPX-I3-NC04b.svg 220 indent vpad
Since $X$ = 2 cars,
| | |
| ------------- | ------------ |
| 14 Blue cars | \= 7$$X$$ |
| 8 Silver cars | \= 4$$X$$ |
| 6 White cars | \= 3$$X$$ |
|
| correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2018/06/NAPX-I3-NC04b.svg 204 indent vpad |
Answers