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
Variant 0
DifficultyLevel
633
Question
85+32 = ?
Worked Solution
|
|
| 85+32 |
= 2415+2416 |
|
|
|
= 2431 |
|
|
|
= 1247 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | $\dfrac{5}{8} + \dfrac{2}{3}$ = ? |
| workedSolution |
| | |
|----- | ----- |
| $\dfrac{5}{8} + \dfrac{2}{3}$ | = $\dfrac{15}{24} + \dfrac{16}{24}$ |
| | |
| | = $\dfrac{31}{24}$ |
| | |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
631
Question
74+53 = ?
Worked Solution
|
|
| 74+53 |
= 3520+3521 |
|
|
|
= 3541 |
|
|
|
= 1356 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | $\dfrac{4}{7} + \dfrac{3}{5}$ = ? |
| workedSolution |
| | |
|----- | ----- |
| $\dfrac{4}{7} + \dfrac{3}{5}$ | = $\dfrac{20}{35} + \dfrac{21}{35}$ |
| | |
| | = $\dfrac{41}{35}$ |
| | |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
629
Question
127+43 = ?
Worked Solution
|
|
| 127+43 |
= 127+129 |
|
|
|
= 1216 |
|
|
|
= 34 |
|
|
|
= 131 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | $\dfrac{7}{12} + \dfrac{3}{4}$ = ? |
| workedSolution |
| | |
|----- | ----- |
| $\dfrac{7}{12} + \dfrac{3}{4}$ | = $\dfrac{7}{12} + \dfrac{9}{12}$ |
| | |
| | = $\dfrac{16}{12}$ |
| | |
| | = $\dfrac{4}{3}$ |
| | |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
644
Question
97+53 = ?
Worked Solution
|
|
| 97+53 |
= 4535+4527 |
|
|
|
= 4562 |
|
|
|
= 14517 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | $\dfrac{7}{9} + \dfrac{3}{5}$ = ? |
| workedSolution |
| | |
|----- | ----- |
| $\dfrac{7}{9} + \dfrac{3}{5}$ | = $\dfrac{35}{45} + \dfrac{27}{45}$ |
| | |
| | = $\dfrac{62}{45}$ |
| | |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
| Is Correct? | Answer |
| x | |
| x | |
| x | |
| ✓ | 14517 |
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
Variant 4
DifficultyLevel
625
Question
43+32 = ?
Worked Solution
|
|
| 43+32 |
= 129+128 |
|
|
|
= 1217 |
|
|
|
= 1125 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | $\dfrac{3}{4} + \dfrac{2}{3}$ = ? |
| workedSolution |
| | |
|----- | ----- |
| $\dfrac{3}{4} + \dfrac{2}{3}$ | = $\dfrac{9}{12} + \dfrac{8}{12}$ |
| | |
| | = $\dfrac{17}{12}$ |
| | |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
639
Question
1211+54 = ?
Worked Solution
|
|
| 1211+54 |
= 6055+6048 |
|
|
|
= 60103 |
|
|
|
= 16043 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | $\dfrac{11}{12} + \dfrac{4}{5}$ = ? |
| workedSolution |
| | |
|----- | ----- |
| $\dfrac{11}{12} + \dfrac{4}{5}$ | = $\dfrac{55}{60} + \dfrac{48}{60}$ |
| | |
| | = $\dfrac{103}{60}$ |
| | |
| | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
| Is Correct? | Answer |
| ✓ | 16043 |
| x | 16023 |
| x | |
| x | |