Number, NAPX-H4-NC19 SA
Question
Luigi packs boxes with different types of pasta. He packs one box at a time.
Each box contains 5 packets of spaghetti, 2 packets of fettucini and 1 packet of penne pasta.
Every hour Luigi packs 400 packets of pasta in total.
How many packets of spaghetti does he pack into boxes in one hour.
Worked Solution
Strategy 1
∴ Packets of spaghetti
|
= 5 × 50 |
= {{{correctAnswer0}}} |
Strategy 2
Fraction of spaghetti in each box
= 85
∴ Packets of spaghetti
|
= 85 × 400 |
= {{{correctAnswer0}}} |
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
Variant 0
DifficultyLevel
589
Question
Luigi packs boxes with different types of pasta. He packs one box at a time.
Each box contains 5 packets of spaghetti, 2 packets of fettucini and 1 packet of penne pasta.
Every hour Luigi packs 400 packets of pasta in total.
How many packets of spaghetti does he pack into boxes in one hour.
Worked Solution
Strategy 1
∴ Packets of spaghetti
Strategy 2
Fraction of spaghetti in each box
= 85
∴ Packets of spaghetti
|
= 85 × 400 |
= 250 |
Question Type
Answer Box
Variables
Variable name | Variable value |
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 | 250 | |