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