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