Algebra, NAPX-p169467v01
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
Variant 0
DifficultyLevel
480
Question
Norman started cycling to stay fit.
The table below shows the distance he cycles on his rides.
| Bike Ride |
1 |
2 |
3 |
4 |
5 |
| Distance (km) |
4 |
6 |
10 |
18 |
? |
The distance he cycles increases each ride and follows the rule:
Double the last distance and deduct 2.
What is the distance travelled by Norman on his 5th ride?
Worked Solution
Using the rule:
|
|
| Distance of 5th ride |
= (18×2) − 2 |
|
= 36 − 2 |
|
= 34 km |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Norman started cycling to stay fit.
The table below shows the distance he cycles on his rides.
>>| **Bike Ride**| 1|2|3|4|5|
|:-:|:-:|:-:|:-:|:-:|:-:|
| **Distance (km)** | 4|6|10|18|**?**|
The distance he cycles increases each ride and follows the rule:
>> Double the last distance and deduct 2.
What is the distance travelled by Norman on his 5th ride? |
| workedSolution | Using the rule:
| | |
| ------------- | ---------- |
| Distance of 5th ride | \= $(18 \times 2) \ - \ 2$ |
| | \= 36 $-$ 2 |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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
Variant 1
DifficultyLevel
482
Question
Deek runs to stay fit.
The table below shows Deek's longest run each month over a period of 5 months.
| Month |
1 |
2 |
3 |
4 |
5 |
| Longest distance (km) |
5 |
6 |
8 |
12 |
? |
Deek's longest run each month follows the rule:
Double the last month's longest run and deduct 4.
What was Deek's longest run in month 5?
Worked Solution
Using the rule:
|
|
| Longest run in month 5 |
= (12×2) − 4 |
|
= 24 − 4 |
|
= 20 km |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Deek runs to stay fit.
The table below shows Deek's longest run each month over a period of 5 months.
>>| **Month**| 1|2|3|4|5|
|:-:|:-:|:-:|:-:|:-:|:-:|
| **Longest distance (km)** | 5|6|8|12|**?**|
Deek's longest run each month follows the rule:
>> Double the last month's longest run and deduct 4.
What was Deek's longest run in month 5? |
| workedSolution | Using the rule:
| | |
| ------------- | ---------- |
| Longest run in month 5 | \= $(12 \times 2) \ - \ 4$ |
| | \= 24 $-$ 4 |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers
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V2puaASz02iMo/r0h/vmsxFl4ILMFp0PQS8=
Variant 2
DifficultyLevel
484
Question
Susie is training to swim the English channel.
The table below shows Susie's longest swim each month over a period of 5 months.
| Month |
1 |
2 |
3 |
4 |
5 |
| Longest swim (km) |
2 |
3 |
6 |
15 |
? |
Susie's longest swim each month follows the rule:
Triple last month's longest swim and deduct 3.
What distance was Susie's longest swim in month 5?
Worked Solution
Using the rule:
|
|
| Longest swim in month 5 |
= (15×3) − 3 |
|
= 45 − 3 |
|
= 42 km |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| question | Susie is training to swim the English channel.
The table below shows Susie's longest swim each month over a period of 5 months.
>>| **Month**| 1|2|3|4|5|
|:-:|:-:|:-:|:-:|:-:|:-:|
| **Longest swim (km)** | 2|3|6|15|**?**|
Susie's longest swim each month follows the rule:
>> Triple last month's longest swim and deduct 3.
What distance was Susie's longest swim in month 5? |
| workedSolution | Using the rule:
| | |
| ------------- | ---------- |
| Longest swim in month 5 | \= $(15 \times 3) \ - \ 3$ |
| | \= 45 $-$ 3 |
| | \= {{{correctAnswer}}} |
|
| correctAnswer | |
Answers