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Question
If car X used 4 litres of diesel more than car Y in the journey, then :
Options
$$\frac{72}{x-3} - \frac{12}{x} = 4$$
$$\frac{72}{x+3} - \frac{12}{x} = 4$$
$$\frac{72}{x} - \frac{72}{x+3} = 4$$
$$\frac{72}{x-3} - \frac{72}{x+3} = 4$$
MCQ
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Solution
`bb((72)/(x) - (72)/(x + 3) = 4`
Explanation:
Car X uses `72/x` litres and car Y uses `72/(x + 3)` litres, so “X used 4 litres more” means subtract Y’s amount from X’s. The other options use an incorrect mileage expression or the wrong amount.
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