20285
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
Variant 0
DifficultyLevel
494
Question
Jeeves buys 3 water bottles for $1.10 each.
He pays for these water bottles with a $5 note.
How much change should Jeeves receive?
Worked Solution
|
|
| Change |
= $5 − (3 × $1.10) |
|
= $5 − $3.30 |
|
= $1.70 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Jeeves buys 3 water bottles for \$1.10 each.
He pays for these water bottles with a \$5 note.
How much change should Jeeves receive? |
| workedSolution |
| | |
| --------------------- | -------------------------------------------- |
| Change | = \$5 $-$ (3 $\times$ \$1.10) |
| | = \$5 $-$ \$3.30 |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
494
Question
Sam buys 5 water bottles for $1.50 each.
He pays for these water bottles with a $10 note.
How much change should Sam receive?
Worked Solution
|
|
| Change |
= $10 − (5 × $1.50) |
|
= $10 − $7.50 |
|
= $2.50 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
Sam buys 5 water bottles for \$1.50 each.
He pays for these water bottles with a \$10 note.
How much change should Sam receive? |
| workedSolution |
| | |
| --------------------- | -------------------------------------------- |
| Change | = \$10 $-$ (5 $\times$ \$1.50) |
| | = \$10 $-$ \$7.50 |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers