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