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 | |