Number, NAP 12-2025
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
Variant 0
DifficultyLevel
455
Question
Today's prices for selected fruit and vegetables from the farmer's markets are shown below.
Newcastle
Farmer's Markets
| Product |
Cost |
| Fuji Apples |
$6.50/kg |
| Bananas |
$4.00/kg |
| Broccoli |
$6.80/kg |
| Potatoes |
$3.50/kg |
| Strawberries |
$5.00/punnet |
Freddy bought 2 punnets of strawberries, 1 kilogram of potatoes and half a kilogram of broccoli.
What was his total bill at the farmers markets?
Worked Solution
|
|
| Total Bill |
= 2 × $5 + $3.50 + 2$6.80 |
|
= $13.50 + $3.40 |
|
= $16.90 |
∴ Freddy's total bill was $16.90
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Today's prices for selected fruit and vegetables from the farmer's markets are shown below.
>>Newcastle Farmer's Markets
>>| Product | Cost |
|:-:|:-:|
| Fuji Apples | \$6.50/kg |
| Bananas| \$4.00/kg |
| Broccoli| $6.80/kg |
| Potatoes | \$3.50/kg |
| Strawberries| \$5.00/punnet |
Freddy bought 2 punnets of strawberries, 1 kilogram of potatoes and half a kilogram of broccoli.
What was his total bill at the farmers markets?
|
| workedSolution |
| | |
| ---------------------- | ---------------------- |
|Total Bill | \= 2 $\times$ \$5 + \$3.50 + $\dfrac{\$6.80}{2}$|
| | = \$13.50 + \$3.40|
| | \= {{{correctAnswer}}} |
$\therefore$ Freddy's total bill was {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
457
Question
Today's prices for meat from the butchers are shown below.
Bob's Butchery
| Product |
Cost |
| Sausages |
$8/kg |
| Beef mince |
$12/kg |
| Rump steak |
$25/kg |
| Pork chops |
$15/kg |
| Chicken breast |
$13/kg |
Misha was providing the meat for a BBQ with friends.
She bought 2 kg of sausages, 1 kg of beef mince, half a kg of chicken breast and half a kg of pork chops.
What was her total bill at the butchers?
Worked Solution
|
|
| Total Bill |
= 2 × $8 + $12 + 2$13 + 2$15 |
|
= $16 + $12 + $6.50 + $7.50 |
|
= $28 + $14 |
|
= $42 |
∴ Misha's total bill was $42
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Today's prices for meat from the butchers are shown below.
>>Bob's Butchery
>>| Product | Cost |
|:-:|:-:|
| Sausages | \$8/kg |
| Beef mince| \$12/kg |
| Rump steak| $25/kg |
| Pork chops | \$15/kg |
| Chicken breast| \$13/kg |
Misha was providing the meat for a BBQ with friends.
She bought 2 kg of sausages, 1 kg of beef mince, half a kg of chicken breast and half a kg of pork chops.
What was her total bill at the butchers? |
| workedSolution |
| | |
| ---------------------- | ---------------------- |
|Total Bill | \= 2 $\times$ \$8 + \$12 + $\dfrac{\$13}{2}$ + $\dfrac{\$15}{2}$|
| | = \$16 + \$12 + \$6.50 + \$7.50|
| | = \$28 + \$14 |
| | \= {{{correctAnswer}}} |
$\therefore$ Misha's total bill was {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
459
Question
Today's market prices from Steve's Seafood are shown below.
Steve's Seafood
| Product |
Cost |
| Lobster tails |
$30 each |
| Tiger Prawns |
$38/kg |
| Oysters |
$25/dozen |
Bronwyn is cooking dinner for her friends and is serving seafood.
She bought 3 lobster tails, 1 kg of prawns and half a dozen oysters.
What was her total bill at Steve's Seafood?
Worked Solution
|
|
| Total Bill |
= 3 × $30 + $38 + 2$25 |
|
= $90 + $38 + $12.50 |
|
= $140.50 |
∴ Bronwyn's total bill was $140.50
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Today's market prices from Steve's Seafood are shown below.
>>Steve's Seafood
>>| Product | Cost |
|:-:|:-:|
| Lobster tails| \$30 each |
| Tiger Prawns| \$38/kg |
| Oysters| \$25/dozen|
Bronwyn is cooking dinner for her friends and is serving seafood.
She bought 3 lobster tails, 1 kg of prawns and half a dozen oysters.
What was her total bill at Steve's Seafood? |
| workedSolution |
| | |
| ---------------------- | ---------------------- |
|Total Bill | \= 3 $\times$ \$30 + \$38 + $\dfrac{\$25}{2}$|
| | = \$90 + \$38 + \$12.50|
| | \= {{{correctAnswer}}} |
$\therefore$ Bronwyn's total bill was {{{correctAnswer}}}
|
| correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
461
Question
The prices from Carol's Coffee Cart are shown below.
Carol's Coffee Cart
| Product |
Cost |
| Cappuccino - Large |
$6 each |
| Cappuccino - Medium |
$5 each |
| Cappuccino - Small |
$4 each |
| Iced donuts |
$3.20 each |
| Banana bread |
$4.50 slice |
Jacques is doing a morning tea run for his office buddies.
He ordered 2 large, 1 medium and 1 small cappuccino's, 2 iced donuts and a slice of banana bread.
What was his total morning tea bill?
Worked Solution
|
|
| Total Bill |
= 2 × $6 + $5 + $4 + 2 × $3.20 + $4.50 |
|
= $21 + $6.40 + $4.50 |
|
= $31.90 |
∴ Jacques' total bill was $31.90
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | The prices from Carol's Coffee Cart are shown below.
>>Carol's Coffee Cart
>>| Product | Cost |
|:-:|:-:|
| Cappuccino - Large | \$6 each |
| Cappuccino - Medium| \$5 each|
| Cappuccino - Small| \$4 each|
| Iced donuts| \$3.20 each|
| Banana bread | \$4.50 slice|
Jacques is doing a morning tea run for his office buddies.
He ordered 2 large, 1 medium and 1 small cappuccino's, 2 iced donuts and a slice of banana bread.
What was his total morning tea bill? |
| workedSolution |
| | |
| ---------------------- | ---------------------- |
|Total Bill | \= 2 $\times$ \$6 + \$5 + \$4 + 2 $\times$ \$3.20 + \$4.50 |
| | = \$21 + \$6.40 + \$4.50|
| | \= {{{correctAnswer}}} |
$\therefore$ Jacques' total bill was {{{correctAnswer}}}
|
| correctAnswer | |
Answers