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
Variant 0
DifficultyLevel
581
Question
The fraction 108 and 51 have been shaded on this fraction wall.
What is 108−51?
Worked Solution
The fraction wall can be used to graphically
see the difference as 106.
Alternatively,
|
|
| 108−51 |
= 108−102 |
|
= 106 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The fraction $\dfrac{8}{10}$ and $\dfrac{1}{5}$ have been shaded on this fraction wall.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2016/12/naplan-Y7-2010-17mc.png 350 indent3 vpad
What is $\dfrac{8}{10} - \dfrac{1}{5}$? |
| workedSolution | The fraction wall can be used to graphically
see the difference as $\dfrac{6}{10}$.
Alternatively,
| | |
| --------------------- | -------------------------------------------- |
| $\dfrac{8}{10} - \dfrac{1}{5}$ | = $\dfrac{8}{10} - \dfrac{2}{10}$ |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
581
Question
The fraction 108 and 51 have been shaded on this fraction wall.
What is 108+51?
Worked Solution
The fraction wall can be used to graphically
see the sum as 1.
Alternatively,
|
|
| 108+51 |
= 108+102 |
|
= 1010 |
|
= 1 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The fraction $\dfrac{8}{10}$ and $\dfrac{1}{5}$ have been shaded on this fraction wall.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2016/12/naplan-Y7-2010-17mc.png 350 indent3 vpad
What is $\dfrac{8}{10} + \dfrac{1}{5}$? |
| workedSolution | The fraction wall can be used to graphically
see the sum as 1.
Alternatively,
| | |
| --------------------- | -------------------------------------------- |
| $\dfrac{8}{10} + \dfrac{1}{5}$ | = $\dfrac{8}{10} + \dfrac{2}{10}$ |
| | = $\dfrac{10}{10}$ |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers