30125
Question
When a number is divided by {{number1}}, the answer is {{number2}}.
If {{name}} multiplies the same number by {{number3}}, what will be the answer?
Worked Solution
|
|
| x ÷ {{number1}} |
= {{number2}} |
| x |
= {{total1}} |
Now multiply x by {{number3}}:
|
|
| x × {{number3}} |
= {{total1}} × {{number3}} |
|
= {{correctAnswer}} |
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Variant 0
DifficultyLevel
583
Question
When a number is divided by 9, the answer is 2.
If Erik multiplies the same number by 4, what will be the answer?
Worked Solution
|
|
| x ÷ 9 |
= 2 |
| x |
= 18 |
Now multiply x by 4:
|
|
| x × 4 |
= 18 × 4 |
|
= 72 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| number2 | |
| name | |
| number3 | |
| total1 | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
583
Question
When a number is divided by 12, the answer is 2.
If Stanley multiplies the same number by 4, what will be the answer?
Worked Solution
|
|
| x ÷ 12 |
= 2 |
| x |
= 24 |
Now multiply x by 4:
|
|
| x × 4 |
= 24 × 4 |
|
= 96 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| number2 | |
| name | |
| number3 | |
| total1 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
585
Question
When a number is divided by 6, the answer is 3.
If Charlize multiplies the same number by 6, what will be the answer?
Worked Solution
|
|
| x ÷ 6 |
= 3 |
| x |
= 18 |
Now multiply x by 6:
|
|
| x × 6 |
= 18 × 6 |
|
= 108 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| number2 | |
| name | |
| number3 | |
| total1 | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
588
Question
When a number is divided by 4, the answer is 8.
If Cameron multiplies the same number by 6, what will be the answer?
Worked Solution
|
|
| x ÷ 4 |
= 8 |
| x |
= 32 |
Now multiply x by 6:
|
|
| x × 6 |
= 32 × 6 |
|
= 192 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| number2 | |
| name | |
| number3 | |
| total1 | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
591
Question
When a number is divided by 12, the answer is 3.
If Ralph multiplies the same number by 5, what will be the answer?
Worked Solution
|
|
| x ÷ 12 |
= 3 |
| x |
= 36 |
Now multiply x by 5:
|
|
| x × 5 |
= 36 × 5 |
|
= 180 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| number1 | |
| number2 | |
| name | |
| number3 | |
| total1 | |
| correctAnswer | |
Answers