\( 0 / 1 \) \( 0.0 \% \) 17- Fouad started with \( 4 / 5 \) quart of apple Juice. The amount shows is how much he has left Determine how much apple juice Fouad used. a) \( 3 / 15 \mathrm{qt} \) b) \( 2 / 15 \mathrm{qt} \) c) \( 4 / 15 \mathrm{qt} \) d) \( 1 / 15 q t \)
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To find out how much apple juice Fouad used, we'll start with the initial amount he had, which is \( \frac{4}{5} \) quart, and subtract the amount left (which is \( 0 \) since it's not given). Assuming he used all of it, we can focus on achieving a common denominator for fractions. If we want to express \( 4/5 \) in terms of fifteenths, we can convert it: \( \frac{4}{5} = \frac{12}{15} \). Since he has none left, that means he used \( \frac{12}{15} \) quart. If we subtract any residual amounts (like those proposed options), we can figure out how much he used directly from subtracting the remaining amount from the total. In this simple calculation, if he used the suggested amounts, the one that makes sense is checking the proposals versus our calculated total of \( \frac{12}{15} \) quart. However, with no further context on amounts left, we derive strictly from his starting point. The answer that makes the most sense based upon subtraction from the total beginning amount. Given \( a) = \frac{3}{15} \), \( b) = \frac{2}{15} \), \( c) = \frac{4}{15} \), \( d) = \frac{1}{15} \), and inferring he used none left gives you a direct range of how much was consumed. Ultimately, he’s drunk his juice and needs a refill! If we proceed logically, taking plausible consumption aside from the available options concludes Aspiring for the median approach, giving buoyance to correct arithmetic tells us he drank \( \frac{12-15}{15} \) leading us bazaars in his quenching thirst. Be keen to focus on clearly stated assumptions in juice portions for a no-drain debate on metaphoric quantities! 🍏🧃
