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
Variant 0
DifficultyLevel
617
Question
? + 65=617
What makes this number sentence correct?
Worked Solution
|
|
| ? + 65 |
= 617 |
| ? |
= 617−65 |
| ? |
= 612 |
| ? |
= 2 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | ? + $\dfrac{5}{6} = \dfrac{17}{6}$
What makes this number sentence correct?
|
| workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? $+\ \dfrac{5}{6}$ | = $\dfrac{17}{6}$|
|?| = $\dfrac{17}{6} - \dfrac{5}{6}$|
| ? | = $\dfrac{12}{6}$|
| ? | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
619
Question
? + 94=914
What makes this number sentence correct?
Worked Solution
|
|
| ? + 94 |
= 914 |
| ? |
= 914−94 |
| ? |
= 910 |
| ? |
= 191 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | ? + $\dfrac{4}{9} = \dfrac{14}{9}$
What makes this number sentence correct?
|
| workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? + $\dfrac{4}{9}$ | = $\dfrac{14}{9}$|
|?| = $\dfrac{14}{9} - \dfrac{4}{9}$|
| ? | = $\dfrac{10}{9}$|
| ? | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
621
Question
? + 118=1120
What makes this number sentence correct?
Worked Solution
|
|
| ? + 118 |
= 1120 |
| ? |
= 1120−118 |
| ? |
= 1112 |
| ? |
= 1111 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | ? + $\dfrac{8}{11} = \dfrac{20}{11}$
What makes this number sentence correct?
|
| workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? + $\dfrac{8}{11}$ | = $\dfrac{20}{11}$|
|?| = $\dfrac{20}{11} - \dfrac{8}{11}$|
| ? | = $\dfrac{12}{11}$|
| ? | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
623
Question
? + 52=513
What makes this number sentence correct?
Worked Solution
|
|
| ? + 52 |
= 513 |
| ? |
= 513−52 |
| ? |
= 511 |
| ? |
= 251 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | ? + $\dfrac{2}{5} = \dfrac{13}{5}$
What makes this number sentence correct? |
| workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? + $\dfrac{2}{5}$ | = $\dfrac{13}{5}$|
|?| = $\dfrac{13}{5} - \dfrac{2}{5}$|
| ? | = $\dfrac{11}{5}$|
| ? | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
624
Question
? + 97=932
What makes this number sentence correct?
Worked Solution
|
|
| ? + 97 |
= 932 |
| ? |
= 932−97 |
| ? |
= 925 |
| ? |
= 297 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | ? + $\dfrac{7}{9} = \dfrac{32}{9}$
What makes this number sentence correct? |
| workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? + $\dfrac{7}{9}$ | = $\dfrac{32}{9}$|
|?| = $\dfrac{32}{9} - \dfrac{7}{9}$|
| ? | = $\dfrac{25}{9}$|
| ? | = {{correctAnswer}} |
|
| correctAnswer | |
Answers
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
Variant 5
DifficultyLevel
625
Question
? − 31=35
What makes this number sentence correct?
Worked Solution
|
|
| ? − 31 |
= 35 |
| ? |
= 35+31 |
| ? |
= 36 |
| ? |
= 2 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | ? $-$ $\dfrac{1}{3} = \dfrac{5}{3}$
What makes this number sentence correct? |
| workedSolution |
| | |
| --------------------- :| --------------------------------|
| ? $-$ $\dfrac{1}{3}$ | = $\dfrac{5}{3}$|
|?| = $\dfrac{5}{3} + \dfrac{1}{3}$|
| ? | = $\dfrac{6}{3}$|
| ? | = {{correctAnswer}} |
|
| correctAnswer | |
Answers