20053
Question
{{person}}'s wallet contains the following money:
- {{amount1}} five dollar notes
- {{amount2}} ten dollar notes
- {{amount3}} fifty dollar notes
How much cash does {{person}} have altogether?
Worked Solution
Total =amount1×5+amount2×10+amount3×50=total1+total2+total3=correctAnswer
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
Variant 0
DifficultyLevel
499
Question
Gordon's wallet contains the following money:
- 4 five dollar notes
- 2 ten dollar notes
- 3 fifty dollar notes
How much cash does Gordon have altogether?
Worked Solution
Total =4×5+2×10+3×50=20+20+150=$190
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| amount1 | |
| amount2 | |
| amount3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
499
Question
Milly's wallet contains the following money:
- 6 five dollar notes
- 7 ten dollar notes
- 2 fifty dollar notes
How much cash does Milly have altogether?
Worked Solution
Total =6×5+7×10+2×50=30+70+100=$200
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| amount1 | |
| amount2 | |
| amount3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
499
Question
Bill's wallet contains the following money:
- 7 five dollar notes
- 3 ten dollar notes
- 2 fifty dollar notes
How much cash does Bill have altogether?
Worked Solution
Total =7×5+3×10+2×50=35+30+100=$165
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| amount1 | |
| amount2 | |
| amount3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
499
Question
Elon's wallet contains the following money:
- 5 five dollar notes
- 2 ten dollar notes
- 3 fifty dollar notes
How much cash does Elon have altogether?
Worked Solution
Total =5×5+2×10+3×50=25+20+150=$195
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| amount1 | |
| amount2 | |
| amount3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
499
Question
Cindy's wallet contains the following money:
- 8 five dollar notes
- 3 ten dollar notes
- 2 fifty dollar notes
How much cash does Cindy have altogether?
Worked Solution
Total =8×5+3×10+2×50=40+30+100=$170
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| person | |
| amount1 | |
| amount2 | |
| amount3 | |
| total1 | |
| total2 | |
| total3 | |
| correctAnswer | |
Answers