20217
Question
Santana is buying a guitar string.
Some of the strings are on sale.
Select the string that will be cheapest.
Worked Solution
Cost of each option:
$17
$35 less 50% = $17.50
$20 less 20% = 20−4 = $16
$24 less 25% = 24−6 = $18
∴ "$20 Sale: take 20% off" is the cheapest string.
{{{correctAnswer}}}
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
Variant 0
DifficultyLevel
572
Question
Santana is buying a guitar string.
Some of the strings are on sale.
Select the string that will be cheapest.
Worked Solution
Cost of each option:
$17
$35 less 50% = $17.50
$20 less 20% = 20−4 = $16
$24 less 25% = 24−6 = $18
∴ "$20 Sale: take 20% off" is the cheapest string.
Question Type
Multiple Choice (One Answer)
Variables
Variable name | Variable value |
correctAnswer | sm_img https://teacher.smartermaths.com.au/wp-content/uploads/2020/01/NAP-L3-NC03c.svg 130 indent vpad |
Answers