Algebra, NAPX-I4-NC08, NAPX-I3-NC15
Question
Saffron joins a yoga studio with a weekly fee of $23.
She can pay an extra $32 on any visit for a personal session.
Which expression represents Saffron's total weekly cost if she does n personal sessions in a week?
Worked Solution
|
|
| Total weekly cost |
= weekly fee + personal sessions |
|
= {{{correctAnswer}}} |
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
Variant 0
DifficultyLevel
554
Question
Saffron joins a yoga studio with a weekly fee of $23.
She can pay an extra $32 on any visit for a personal session.
Which expression represents Saffron's total weekly cost if she does n personal sessions in a week?
Worked Solution
|
|
| Total weekly cost |
= weekly fee + personal sessions |
|
= 23+32n |
Question Type
Multiple Choice (One Answer)
Variables
| Variable name | Variable value |
| correctAnswer | |
Answers
| Is Correct? | Answer |
| x | |
| ✓ | 23+32n |
| x | |
| x | |