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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