20041
Question
A {{club}} club decided to hold a BBQ fundraiser.
The cost of the venue hire was ${{m1}}.
${{m2}} was spent on food and ${{m3}} was spent on drinks.
If {{people}} people paid ${{cost}} to attend, how much profit did the {{club}} club make?
Worked Solution
Cost=m1+m2+m3=$t1
Sales=people×cost=$sales
∴Profit=sales−t1=$profit
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
Variant 0
DifficultyLevel
575
Question
A surf club decided to hold a BBQ fundraiser.
The cost of the venue hire was $300.
$240 was spent on food and $120 was spent on drinks.
If 300 people paid $4.50 to attend, how much profit did the surf club make?
Worked Solution
Cost=300+240+120=$660
Sales=300×4.50=$1350
∴Profit=1350−660=$690
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
club | |
m1 | |
m2 | |
m3 | |
people | |
cost | |
t1 | |
sales | |
profit | |
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
575
Question
A soccer club decided to hold a BBQ fundraiser.
The cost of the venue hire was $330.
$240 was spent on food and $180 was spent on drinks.
If 400 people paid $5.50 to attend, how much profit did the soccer club make?
Worked Solution
Cost=330+240+180=$750
Sales=400×5.50=$2200
∴Profit=2200−750=$1450
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
club | |
m1 | |
m2 | |
m3 | |
people | |
cost | |
t1 | |
sales | |
profit | |
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
575
Question
A hockey club decided to hold a BBQ fundraiser.
The cost of the venue hire was $150.
$190 was spent on food and $170 was spent on drinks.
If 200 people paid $6.50 to attend, how much profit did the hockey club make?
Worked Solution
Cost=150+190+170=$510
Sales=200×6.50=$1300
∴Profit=1300−510=$790
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
club | |
m1 | |
m2 | |
m3 | |
people | |
cost | |
t1 | |
sales | |
profit | |
correctAnswer | |
Answers
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
Variant 3
DifficultyLevel
575
Question
A tennis club decided to hold a BBQ fundraiser.
The cost of the venue hire was $160.
$250 was spent on food and $140 was spent on drinks.
If 300 people paid $3.50 to attend, how much profit did the tennis club make?
Worked Solution
Cost=160+250+140=$550
Sales=300×3.50=$1050
∴Profit=1050−550=$500
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
club | |
m1 | |
m2 | |
m3 | |
people | |
cost | |
t1 | |
sales | |
profit | |
correctAnswer | |
Answers
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
Variant 4
DifficultyLevel
575
Question
A cricket club decided to hold a BBQ fundraiser.
The cost of the venue hire was $170.
$270 was spent on food and $120 was spent on drinks.
If 200 people paid $6.50 to attend, how much profit did the cricket club make?
Worked Solution
Cost=170+270+120=$560
Sales=200×6.50=$1300
∴Profit=1300−560=$740
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
club | |
m1 | |
m2 | |
m3 | |
people | |
cost | |
t1 | |
sales | |
profit | |
correctAnswer | |
Answers