Number, NAP 17-2025
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
Variant 0
DifficultyLevel
466
Question
Sarah wants to buy a new phone that costs $460.
She decides to use AfterPay to purchase it.
Calculate the fortnightly repayments if the phone is to be paid off in 4 equal payments.
Worked Solution
∴ Sarah's fortnightly repayment is $115
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Sarah wants to buy a new phone that costs \$460.
She decides to use AfterPay to purchase it.
Calculate the fortnightly repayments if the phone is to be paid off in 4 equal payments. |
| workedSolution |
sm_nogap Fortnightly repayment
> > | |
> > | ------------------------------------------- |
> > | = \$460 $\div$ 4 |
> > | = {{{correctAnswer}}} |
$\therefore$ Sarah's fortnightly repayment is {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
468
Question
James purchases a laptop using AfterPay for $1,240.
He chooses to pay it off in 4 equal fortnightly payments.
Calculate the amount of each fortnightly repayment.
Worked Solution
∴ James's fortnightly repayment is $310
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | James purchases a laptop using AfterPay for \$1,240.
He chooses to pay it off in 4 equal fortnightly payments.
Calculate the amount of each fortnightly repayment. |
| workedSolution |
sm_nogap Fortnightly repayment
> > | |
> > | ------------------------------------------- |
> > | = \$1,240 $\div$ 4 |
> > | = {{{correctAnswer}}} |
$\therefore$ James's fortnightly repayment is {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
470
Question
Emma buys a new bicycle that costs $765 using AfterPay.
She makes 4 equal fortnightly payments.
What is the total amount Emma has paid after making 3 payments?
Worked Solution
|
| = $765 ÷ 4 |
| = $191.25 |
Amount paid after 3 payments
|
| = 3 × $191.25 |
| = $573.75 |
∴ Emma has paid $573.75 after 3 payments
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Emma buys a new bicycle that costs \$765 using AfterPay.
She makes 4 equal fortnightly payments.
What is the total amount Emma has paid after making 3 payments? |
| workedSolution |
sm_nogap Fortnightly repayment
> > | |
> > | ------------------------------------------- |
> > | = \$765 $\div$ 4 |
> > | = \$191.25 |
Amount paid after 3 payments
> > | |
> > | ------------------------------------------- |
> > | = 3 $\times$ \$191.25 |
> > | = {{{correctAnswer}}} |
$\therefore$ Emma has paid {{{correctAnswer}}} after 3 payments
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
470
Question
Liam uses AfterPay to purchase a gaming console for $896.
He pays it off in 4 equal fortnightly payments.
What is the total amount Liam has paid after making 3 payments?
Worked Solution
Amount paid after 3 payments
∴ Liam has paid $672 after 3 payments
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Liam uses AfterPay to purchase a gaming console for \$896.
He pays it off in 4 equal fortnightly payments.
What is the total amount Liam has paid after making 3 payments? |
| workedSolution |
sm_nogap Fortnightly repayment
> > | |
> > | ------------------------------------------- |
> > | = \$896 $\div$ 4 |
> > | = \$224 |
Amount paid after 3 payments
> > | |
> > | ------------------------------------------- |
> > | = 3 $\times$ \$224 |
> > | = {{{correctAnswer}}} |
$\therefore$ Liam has paid {{{correctAnswer}}} after 3 payments
|
| correctAnswer | |
Answers