Number, NAPX9-TLD-CA17 v3
Question
Mika is making lemonade.
The recipe says she needs 1 cup of sugar for every 3 lemons.
If 7 lemons are used, how many cups of sugar are needed?
Worked Solution
3 lemons ⇒ 1 cup of sugar
1 lemon ⇒31 cup of sugar
|
|
| ∴ 7 lemons |
= 7 ×31 |
|
= 37 |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
601
Question
Mika is making lemonade.
The recipe says she needs 1 cup of sugar for every 3 lemons.
If 7 lemons are used, how many cups of sugar are needed?
Worked Solution
3 lemons ⇒ 1 cup of sugar
1 lemon ⇒31 cup of sugar
|
|
| ∴ 7 lemons |
= 7 ×31 |
|
= 37 |
|
= 231 cups |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers
| Is Correct? | Answer |
| x | |
| ✓ | 231 cups |
| x | 331 cups |
| x | |