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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oc+VlO1VNGEYL8kCKa4R09lB6dbNnApzvpw=
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