Number, NAPX-p111587v02
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
Variant 0
DifficultyLevel
498
Question
Lorenzo had a $10 note.
He decided to buy 13 tokens that are worth 60 cents each to play in the arcade.
How much change will he get?
Worked Solution
|
|
| ∴ Change |
= 10 − (13 × 0.60) |
|
= 10 − 7.80 |
|
= $2.20 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Lorenzo had a $10 note.
He decided to buy 13 tokens that are worth 60 cents each to play in the arcade.
How much change will he get? |
| workedSolution |
|||
|-|-|
|$\therefore$ Change|= 10 $-$ (13 × 0.60)|
||= 10 $-$ 7.80|
||= $2.20|
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
498
Question
Jillian has $25 for buying some groceries.
At the supermarket, she bought 10 oranges that cost $0.25 each and 8 sweet potatoes that cost $1.50 each.
How much money did Jillian have left?
Worked Solution
|
|
| Total cost |
= (10 × 0.25) + (8 × 1.50) |
|
= 2.50 + 12.00 |
|
= $14.50 |
|
|
| ∴ Change |
= 25.00 − 14.50 |
|
= $10.50 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Jillian has $25 for buying some groceries.
At the supermarket, she bought 10 oranges that cost $0.25 each and 8 sweet potatoes that cost $1.50 each.
How much money did Jillian have left? |
| workedSolution |
|||
|-|-|
|Total cost|= (10 × 0.25) + (8 × 1.50)|
||= 2.50 + 12.00|
||= $14.50|
|||
|-|-|
|$\therefore$ Change|= 25.00 $-$ 14.50|
||= $10.50|
|
| correctAnswer | |
Answers