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