20224
Question
Brandon has a money jar that contains 50 cent, 20 cent, 10 cent and 5 cent pieces only.
If he buys a pie worth $2.65, what is the minimum amount of coins he can pay with?
Worked Solution
Minimum number of coins would be:
5 × 50c
1 × 10c
1 × 5c
or
4 × 50c
3 × 20c
1 × 5c
∴ A minimum of {{{correctAnswer}}} coins is needed.
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
Variant 0
DifficultyLevel
601
Question
Brandon has a money jar that contains 50 cent, 20 cent, 10 cent and 5 cent pieces only.
If he buys a pie worth $2.65, what is the minimum amount of coins he can pay with?
Worked Solution
Minimum number of coins would be:
5 × 50c
1 × 10c
1 × 5c
or
4 × 50c
3 × 20c
1 × 5c
∴ A minimum of 7 coins is needed.
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers