Number, NAPX-J3-CA09
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
Variant 0
DifficultyLevel
501
Question
Pamela is a teacher and buys pencils for her class.
She purchases the pencils in two different sized packets.
Pamela buys 6 packet A's and 4 packet B's.
She then divides all the pencils equally among her 6 students.
How many pencils does each student receive?
Worked Solution
|
|
| Total pencils |
= (6 × 6) + (4 × 3) |
|
= 48 |
|
|
| ∴ Pencils per student |
= 48 ÷ 6 |
|
= 8 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Pamela is a teacher and buys pencils for her class.
She purchases the pencils in two different sized packets.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2017/09/NAP-J1-CA09-283x300.png 300 indent3 vpad
Pamela buys 6 packet A's and 4 packet B's.
She then divides all the pencils equally among her 6 students.
How many pencils does each student receive? |
| workedSolution |
|||
|-|-|
|Total pencils| = (6 × 6) + (4 × 3)|
|| = 48|
|||
|-|-|
|$\therefore$ Pencils per student| = 48 ÷ 6|
|| = {{{correctAnswer}}}|
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
501
Question
John bought bread rolls that came in bags of 4 and bags of 6.
He bought 5 Bags A's and 10 Bag B's.
John then divided the bread rolls equally among 20 families.
How many bread rolls did each family receive?
Worked Solution
|
|
| Total bread rolls |
= (4 × 5) + (6 × 10) |
|
= 20 + 60 |
|
= 80 |
|
|
| ∴ Bread rolls per family |
= 2080 |
|
= 4 |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | John bought bread rolls that came in bags of 4 and bags of 6.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/04/RAPH10-q45.svg 350 indent3 vpad
He bought 5 Bags A's and 10 Bag B's.
John then divided the bread rolls equally among 20 families.
How many bread rolls did each family receive? |
| workedSolution |
|||
|-|-|
|Total bread rolls|= (4 × 5) + (6 × 10)|
||= 20 + 60|
||= 80|
|||
|-|-|
|$\therefore$ Bread rolls per family|= $\dfrac{80}{20}$|
||= {{{correctAnswer}}}|
|
| correctAnswer | |
Answers