Algebra, NAPX-L4-CA02 SA v2
Question
{{q1}}
{{{image}}}
{{q2}}
Worked Solution
{{sen1}}
|
|
| {{{unit}}} |
= {{val1}} + {{val2}} |
|
= {{{correctAnswer0}}} {{{suffix0}}} |
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
Variant 0
DifficultyLevel
448
Question
The table shows the distances Marvin runs on four consecutive days.
| Day |
Tuesday |
Wednesday |
Thursday |
Friday |
| Distance (km) |
7.3 |
7.6 |
7.9 |
8.2 |
Every day, Marvin increases the distance he runs by the same amount.
What distance will Marvin run on Saturday?
Worked Solution
Each day, Marvin runs an extra 0.3 km.
|
|
| Distance |
= 8.2 + 0.3 |
|
= 8.5 km |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| q1 | The table shows the distances Marvin runs on four consecutive days. |
| image |
>| **Day**| Tuesday| Wednesday|Thursday|Friday|
|:-:|:-:|:-:|:-:|:-:|
| **Distance (km)**| 7.3|7.6|7.9|8.2|
|
| q2 | Every day, Marvin increases the distance he runs by the same amount.
What distance will Marvin run on Saturday? |
| sen1 | Each day, Marvin runs an extra 0.3 km. |
| sen2 | |
| val1 | |
| val2 | |
| unit | |
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 8.5 | |
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
Variant 1
DifficultyLevel
445
Question
The table shows the distances Paulo swims on four different days.
| Day |
Tuesday |
Wednesday |
Thursday |
Friday |
| Distance (km) |
2.3 |
2.5 |
2.7 |
2.9 |
Every day, Paulo increases the distance he swims by the same amount.
What distance will Paulo swim on Saturday?
Worked Solution
Each day, Paulo swims an extra 0.2 km.
|
|
| Distance |
= 2.9 + 0.2 |
|
= 3.1 km |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| q1 | The table shows the distances Paulo swims on four different days. |
| image |
>| **Day**| Tuesday| Wednesday|Thursday|Friday|
|:-:|:-:|:-:|:-:|:-:|
| **Distance (km)**| 2.3|2.5|2.7|2.9|
|
| q2 | Every day, Paulo increases the distance he swims by the same amount.
What distance will Paulo swim on Saturday? |
| sen1 | Each day, Paulo swims an extra 0.2 km. |
| sen2 | |
| val1 | |
| val2 | |
| unit | |
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 3.1 | |
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
Variant 2
DifficultyLevel
454
Question
The table shows the total area of a growing mould in an experiment.
| Day |
Thursday |
Friday |
Saturday |
Sunday |
| Area (cm2) |
0.7 |
1.3 |
1.9 |
2.5 |
Every day, the mould grows by the same amount.
What area will the mould cover on Tuesday?
Worked Solution
Each day, the mould grows an extra 0.6 cm2.
|
|
| Total Area |
= 2.5 + 0.6×2 |
|
= 3.7 cm2 |
Question Type
Answer Box
Variables
| Variable name | Variable value |
| q1 | The table shows the total area of a growing mould in an experiment. |
| image |
>| **Day**| Thursday| Friday|Saturday|Sunday|
|:-:|:-:|:-:|:-:|:-:|
| **Area (cm$^2$)**| 0.7|1.3|1.9|2.5|
|
| q2 | Every day, the mould grows by the same amount.
What area will the mould cover on Tuesday? |
| sen1 | Each day, the mould grows an extra 0.6 cm$^2$. |
| sen2 | |
| val1 | |
| val2 | |
| unit | |
| correctAnswer0 | |
| prefix0 | |
| suffix0 | |
Answers
Specify one or more 'ANSWER' block(s) as exampled below.
Note: correctAnswer is required, the rest are optional. ("correctAnswer" is what the student would need to type in to the box to get the answer correct.)
For example:
correctAnswer: 123.40
And optionally, specify the following, but only if you need something different to the defaults: 'width' defaults to 5 if not present, and valid values are 3 to 10; 'prefix' and 'suffix' default to nothing if not present.
prefix: $
suffix: mm$^2$
width: 5
| correctAnswerN | correctAnswerValue | Answer |
| correctAnswer0 | 3.7 | |