Number, NAP_10031
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
Variant 0
DifficultyLevel
333
Question
Here are some sheep in a field.
Which of the following is NOT a way to work out the total number of legs on the sheep?
Worked Solution
|
|
| Number of legs |
= number of sheep × 4 |
|
= 4 × 4 |
|
= 16 |
Option 1 = 8
Option 2 = 16
Option 3 = 16
Option 4 = 16
Therefore , 4 + 4 is not a way to work out the number of legs.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Here are some sheep in a field.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/sheep-4-min.svg 450 indent vpad
Which of the following is **NOT** a way to work out the total number of legs on the sheep? |
| workedSolution |
| | |
| ------------- | ---------- |
| Number of legs | \= number of sheep $\times$ 4|
| |\= 4 $\times$ 4|
| | \= 16 |
Option 1 = 8
Option 2 = 16
Option 3 = 16
Option 4 = 16
Therefore , {{{correctAnswer}}} is not a way to work out the number of legs.
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
334
Question
Here are some birthday cakes with candles.
Which of the following is NOT a way to work out the total number of candles on the cakes?
Worked Solution
|
|
| Number of candles |
= number of cakes × 5 |
|
= 3 × 5 |
|
= 15 |
Option 1 = 15
Option 2 = 9
Option 3 = 15
Option 4 = 15
Therefore , 3 × 3 is not a way to work out the number of candles.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Here are some birthday cakes with candles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/3xcake-5.svg 400 indent vpad
Which of the following is **NOT** a way to work out the total number of candles on the cakes? |
| workedSolution |
| | |
| ------------- | ---------- |
| Number of candles | \= number of cakes $\times$ 5|
| |\= 3 $\times$ 5|
| | \= 15 |
Option 1 = 15
Option 2 = 9
Option 3 = 15
Option 4 = 15
Therefore , {{{correctAnswer}}} is not a way to work out the number of candles. |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
335
Question
Here are some birthday cakes with candles.
Which of the following is NOT a way to work out the total number of candles on the cakes?
Worked Solution
|
|
| Number of candles |
= number of cakes × 3 |
|
= 7 × 3 |
|
= 21 |
Option 1 = 21
Option 2 = 21
Option 3 = 21
Option 4 = 49
Therefore , 7 + 7 + 7 + 7 + 7 + 7 + 7 is not a way to work out the number of candles.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Here are some birthday cakes with candles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/7xcake-3-min.svg 300 indent vpad
Which of the following is **NOT** a way to work out the total number of candles on the cakes? |
| workedSolution |
| | |
| ------------- | ---------- |
| Number of candles | \= number of cakes $\times$ 3|
| |\= 7 $\times$ 3|
| | \= 21 |
Option 1 = 21
Option 2 = 21
Option 3 = 21
Option 4 = 49
Therefore , {{{correctAnswer}}} is not a way to work out the number of candles. |
| correctAnswer | 7 + 7 + 7 + 7 + 7 + 7 + 7 |
Answers
| Is Correct? | Answer |
| x | 3 + 3 + 3 + 3 + 3 + 3 + 3 |
| x | |
| x | |
| ✓ | 7 + 7 + 7 + 7 + 7 + 7 + 7 |
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
Variant 3
DifficultyLevel
336
Question
Here are some birthday cakes with candles.
Which of the following is NOT a way to work out the total number of candles on the cakes?
Worked Solution
|
|
| Number of candles |
= number of cakes × 5 |
|
= 6 × 5 |
|
= 30 |
Option 1 = 30
Option 2 = 30
Option 3 = 36
Option 4 = 30
Therefore , 6 × 6 is not a way to work out the number of candles.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Here are some birthday cakes with candles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/6xcake-5-min.svg 350 indent vpad
Which of the following is **NOT** a way to work out the total number of candles on the cakes? |
| workedSolution |
| | |
| ------------- | ---------- |
| Number of candles | \= number of cakes $\times$ 5|
| |\= 6 $\times$ 5|
| | \= 30 |
Option 1 = 30
Option 2 = 30
Option 3 = 36
Option 4 = 30
Therefore , {{{correctAnswer}}} is not a way to work out the number of candles. |
| correctAnswer | |
Answers
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Variant 4
DifficultyLevel
337
Question
Here are some birthday cakes with candles.
Which of the following is NOT a way to work out the total number of candles on the cakes?
Worked Solution
|
|
| Number of candles |
= number of cakes × 7 |
|
= 4 × 7 |
|
= 28 |
Option 1 = 16
Option 2 = 28
Option 3 = 28
Option 4 = 28
Therefore , 4 + 4 + 4 + 4 is not a way to work out the number of candles.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Here are some birthday cakes with candles.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/4xcake-7-min.svg 550 indent vpad
Which of the following is **NOT** a way to work out the total number of candles on the cakes? |
| workedSolution |
| | |
| ------------- | ---------- |
| Number of candles | \= number of cakes $\times$ 7|
| |\= 4 $\times$ 7|
| | \= 28 |
Option 1 = 16
Option 2 = 28
Option 3 = 28
Option 4 = 28
Therefore , {{{correctAnswer}}} is not a way to work out the number of candles. |
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
338
Question
Here are some cows in a field.
Which of the following is NOT a way to work out the total number of legs on the cows?
Worked Solution
|
|
| Number of legs |
= number of cows × 4 |
|
= 6 × 4 |
|
= 24 |
Option 1 = 24
Option 2 = 24
Option 3 = 36
Option 4 = 24
Therefore , 6 × 6 is not a way to work out the number of legs.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Here are some cows in a field.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2023/06/6xcow-1-min.svg 400 indent vpad
Which of the following is **NOT** a way to work out the total number of legs on the cows? |
| workedSolution |
| | |
| ------------- | ---------- |
| Number of legs | \= number of cows $\times$ 4|
| |\= 6 $\times$ 4|
| | \= 24 |
Option 1 = 24
Option 2 = 24
Option 3 = 36
Option 4 = 24
Therefore , {{{correctAnswer}}} is not a way to work out the number of legs.
|
| correctAnswer | |
Answers