Number, NAP 18-2025
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
Variant 0
DifficultyLevel
471
Question
Chloe buys a tablet using AfterPay for $680.
She pays it off in 4 equal fortnightly payments.
After making 2 payments, how much does Chloe still owe?
Worked Solution
Amount paid after 2 payments
Amount still owed
∴ Chloe still owes $340
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Chloe buys a tablet using AfterPay for \$680.
She pays it off in 4 equal fortnightly payments.
After making 2 payments, how much does Chloe still owe? |
| workedSolution |
sm_nogap Fortnightly repayment
> > | |
> > | ------------------------------------------- |
> > | = \$680 $\div$ 4 |
> > | = \$170 |
Amount paid after 2 payments
> > | |
> > | ------------------------------------------- |
> > | = 2 $\times$ \$170 |
> > | = \$340 |
Amount still owed
> > | |
> > | ------------------------------------------- |
> > | = \$680 - \$340 |
> > | = \$340 |
$\therefore$ Chloe still owes \$340
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
473
Question
Oliver purchases a new television for $1,560 using AfterPay.
He makes 4 equal fortnightly payments.
After making 1 payment, how much does Oliver still owe?
Worked Solution
Amount paid after 1 payment
Amount still owed
∴ Oliver still owes $1170
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Oliver purchases a new television for \$1,560 using AfterPay.
He makes 4 equal fortnightly payments.
After making 1 payment, how much does Oliver still owe? |
| workedSolution |
sm_nogap Fortnightly repayment
> > | |
> > | ------------------------------------------- |
> > | = \$1,560 $\div$ 4 |
> > | = \$390 |
Amount paid after 1 payment
> > | |
> > | ------------------------------------------- |
> > | = 1 $\times$ \$390 |
> > | = \$390 |
Amount still owed
> > | |
> > | ------------------------------------------- |
> > | = \$1,560 - \$390 |
> > | = {{{correctAnswer}}} |
$\therefore$ Oliver still owes {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
475
Question
Zara buys a camera for $1,348 using AfterPay and pays it off in 4 equal fortnightly payments.
After making 3 payments, how much does Zara still owe?
Worked Solution
Amount paid after 3 payments
|
| = 3 × $337 |
| = $1,011 |
Amount still owed
∴ Zara still owes $337
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Zara buys a camera for \$1,348 using AfterPay and pays it off in 4 equal fortnightly payments.
After making 3 payments, how much does Zara still owe? |
| workedSolution |
sm_nogap Fortnightly repayment
> > | |
> > | ------------------------------------------- |
> > | = \$1,348 $\div$ 4 |
> > | = \$337 |
Amount paid after 3 payments
> > | |
> > | ------------------------------------------- |
> > | = 3 $\times$ \$337 |
> > | = \$1,011 |
Amount still owed
> > | |
> > | ------------------------------------------- |
> > | = \$1,348 - \$1,011 |
> > | = {{{correctAnswer}}} |
$\therefore$ Zara still owes {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
477
Question
Ethan purchases sports equipment for $2,184 using AfterPay. He makes 4 equal fortnightly payments.
After making 1 payment, how much does Ethan still owe?
Worked Solution
Amount paid after 1 payment
Amount still owed
∴ Ethan still owes $1638
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Ethan purchases sports equipment for \$2,184 using AfterPay. He makes 4 equal fortnightly payments.
After making 1 payment, how much does Ethan still owe? |
| workedSolution |
sm_nogap Fortnightly repayment
> > | |
> > | ------------------------------------------- |
> > | = \$2,184 $\div$ 4 |
> > | = \$546 |
Amount paid after 1 payment
> > | |
> > | ------------------------------------------- |
> > | = 1 $\times$ \$546 |
> > | = \$546 |
Amount still owed
> > | |
> > | ------------------------------------------- |
> > | = \$2,184 - \$546 |
> > | = {{{correctAnswer}}} |
$\therefore$ Ethan still owes {{{correctAnswer}}}
|
| correctAnswer | |
Answers