Number, NAPX-p168435v02
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
Variant 0
DifficultyLevel
491
Question
A student needs 12 folder dividers for each subject and is enrolled in 5 subjects.
A school supply store sells the folder dividers in packets of 8.
How many packets should the student buy?
Worked Solution
Dividers required = 12 × 5 = 60
|
|
∴ Packets required |
= 860 |
|
= 7 remainder 4 |
|
= 8 packets (round up) |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question |
A student needs 12 folder dividers for each subject and is enrolled in 5 subjects.
A school supply store sells the folder dividers in packets of 8.
How many packets should the student buy? |
workedSolution | Dividers required = 12 × 5 = 60
|||
|-|-|
|$\therefore$ Packets required| = $\dfrac{60}{8}$|
||= 7 remainder 4|
||= 8 packets (round up) |
|
correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
491
Question
William needs 4 eggs for each cake he will bake.
He wants to make 12 cakes.
A certain store sells eggs in bags of 5.
How many bags must he buy in order to make 12 cakes?
Worked Solution
Eggs required = 4 × 12 = 48
|
|
∴ Bags required |
= 548 |
|
= 9 remainder 3 |
|
= 10 packets (round up) |
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | William needs 4 eggs for each cake he will bake.
He wants to make 12 cakes.
A certain store sells eggs in bags of 5.
How many bags must he buy in order to make 12 cakes? |
workedSolution | Eggs required = 4 × 12 = 48
|||
|-|-|
|$\therefore$ Bags required| = $\dfrac{48}{5}$|
||= 9 remainder 3|
||= 10 packets (round up) |
|
correctAnswer | |
Answers