NET MIG stacking 1
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
Variant 0
DifficultyLevel
577
Question
Shiver bought 13 staplers for her art class.
She bought:
- one box of 9 staplers for $45.90, and
- one box of 4 staplers for $21.05.
What is the mean price of the 13 staplers?
Worked Solution
|
|
| Total spent |
= 45.90 + 21.05 |
|
= $66.95 |
|
|
| ∴ Mean price |
= 1366.95 |
|
= $5.15 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
Shiver bought 13 staplers for her art class.
She bought:
* one box of 9 staplers for $45.90, and
* one box of 4 staplers for $21.05.
What is the mean price of the 13 staplers?
|
| workedSolution |
| | |
| --------------------: | -------------- |
| Total spent | \= 45.90 + 21.05 |
| | \= $66.95 |
| | |
| ----------------------------: | -------------- |
| $\therefore$ Mean price | \= $\dfrac{66.95}{13}$ |
| | \= $5.15 |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
573
Question
Colin bought 12 pencils.
He bought:
- one packet of 10 pencils for $23.00, and
- another packet of 2 pencils for $5.20.
What is the mean price of the 12 pencils?
Worked Solution
|
|
| Total spent |
= 23.00 + 5.20 |
|
= $28.20 |
|
|
| ∴ Mean price |
= 1228.20 |
|
= $2.35 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question |
Colin bought 12 pencils.
He bought:
* one packet of 10 pencils for \$23.00, and
* another packet of 2 pencils for \$5.20.
What is the mean price of the 12 pencils?
|
| workedSolution |
| | |
| --------------------: | -------------- |
| Total spent | \= 23.00 + 5.20 |
| | \= \$28.20 |
| | |
| ----------------------------: | -------------- |
| $\therefore$ Mean price | \= $\dfrac{28.20}{12}$ |
| | \= $2.35 |
|
| correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
575
Question
Tinky-Winky bought 12 doughnuts.
He bought:
What is the mean price of the 12 doughnuts?
Worked Solution
|
|
| Total spent |
= 38.70 + 16.50 |
|
= $55.20 |
|
|
| ∴ Mean price |
= 1255.20 |
|
= $4.60 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Tinky-Winky bought 12 doughnuts.
He bought:
* one box of 9 doughnuts for $38.70, and
* another box of 3 doughnuts for $16.50.
What is the mean price of the 12 doughnuts?
|
| workedSolution |
| | |
| --------------------: | -------------- |
| Total spent | = 38.70 + 16.50 |
| | = $55.20 |
| | |
| ----------------------------: | -------------- |
| $\therefore$ Mean price | \= $\dfrac{55.20}{12}$ |
| | = {{{correctAnswer}}} |
|
| correctAnswer | |
Answers