Number, NAPX-p72911v01
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
Variant 0
DifficultyLevel
577
Question
Patrick earns money by doing some part time jobs.
For each job he completes he earns $2.00
He records the number of jobs he does in a week using the table below.
If Patrick does the same jobs for two weeks, how much money will he earn altogether?
Worked Solution
∴ Money earned in 2 weeks
|
|
= 2 × (17 × 2) |
|
= 2 × 34 |
|
= $68 |
|
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Patrick earns money by doing some part time jobs.
For each job he completes he earns $2.00
He records the number of jobs he does in a week using the table below.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/NAPX5-30-1.png 380 indent vpad
If Patrick does the same jobs for two weeks, how much money will he earn altogether? |
workedSolution | sm_nogap Total jobs in 1 week
>>| |
| ------------- | ---------- |
| \= 4 + 5 + 8 |
| \= 17 |
sm_nogap $\therefore$ Money earned in 2 weeks
>>| |
| ------------- | ---------- |
| \= 2 $\times$ (17 $\times$ 2) |
| \= 2 $\times$ 34 |
| \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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D9n4tL/wqBag4v83KsVbN9dLEziK78Y3YJhyHKUmREcv4P2l5vkd42OmtnI0DAa0aHmpO79orviRSBuMBkMIVsYnYsNtTUk9pBzgb2jCzGJ55T3iV72Lq/IjIi7og8I24TgI3vPiviHJ53bLaVFDvxtkF9n9gqB5iQWt22BbEnag3HqFBfVL9VtbjPWN5bj0C3leuf+i8UDI86jXWlsl9OjTvbNuCnV9ouCHiPVilLbjrvrZTIacBQSLyiSRddfLve9va+H7qZzIkBEnHyIJeRyRDBJEN++vZ9yxzqgXIUoWmtiulEHNZVTT
Variant 1
DifficultyLevel
579
Question
John donates money to 4 different charities.
He gives $5 each time he donates.
He records the number of donations he makes in a month using the table below.
If John makes the same number of donations for 2 months in a row, how much money will he donate altogether?
Worked Solution
Total number of donations in 1 month
∴ Money donated in 2 months
|
|
= 2 × (16 × 5) |
|
= 2 × 80 |
|
= $160 |
|
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | John donates money to 4 different charities.
He gives $5 each time he donates.
He records the number of donations he makes in a month using the table below.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2021/03/NAPX5-30-2-768x277.png 390 indent2 vpad
If John makes the same number of donations for 2 months in a row, how much money will he donate altogether? |
workedSolution | sm_nogap Total number of donations in 1 month
>>| |
| ------------- | ---------- |
| \= 5 + 6 + 2 + 3 |
| \= 16 |
sm_nogap $\therefore$ Money donated in 2 months
>>| |
| ------------- | ---------- |
| \= 2 $\times$ (16 $\times$ 5) |
| \= 2 $\times$ 80 |
| \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers
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
Variant 2
DifficultyLevel
444
Question
Mia does odd jobs around the house to earn pocket money.
She gets $4 per job.
The table below shows all the jobs she did in one week.
If Mia does the same jobs for two weeks, how much money will she earn altogether?
Worked Solution
∴ Money earned in 2 weeks
|
|
= 2 × 13 × 4 |
|
= $104 |
|
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
question | Mia does odd jobs around the house to earn pocket money.
She gets $4 per job.
The table below shows all the jobs she did in one week.
sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2018/06/NAPX-I3-NC14.svg 200 indent3 vpad
If Mia does the same jobs for two weeks, how much money will she earn altogether? |
workedSolution | sm_nogap Total jobs in 1 week
>>| |
| ------------- | ---------- |
| \= 6 + 4 + 3 |
| \= 13 |
sm_nogap $\therefore$ Money earned in 2 weeks
>>| |
| ------------- | ---------- |
| \= 2 $\times$ 13 $\times$ 4 |
| \= {{{correctAnswer}}} |
|
correctAnswer | |
Answers