Answer: Yes
Explanation:
The number of coupons Querida gave away on Sunday is proportional to the number of hours she worked that day.
To determine if two quantities are proportional, we need to check if their ratios remain constant. In this case, we need to compare the number of coupons given away to the number of hours worked.
On Saturday, Querida gave away 416 coupons. We don't know the number of hours she worked that day, so let's call it "x". So, the ratio of coupons to hours on Saturday is 416/x.
On Sunday, she gave away about 52 coupons per hour. Let's call the number of hours she worked on Sunday "y". So, the ratio of coupons to hours on Sunday is 52/y.
To determine if these ratios are proportional, we need to compare them. We can do this by setting up an equation:
416/x = 52/y
To check if this equation is proportional, we can cross-multiply:
416y = 52x
If we divide both sides by 52, we get:
8y = x
This equation tells us that the number of hours Querida worked on Sunday (y) is 8 times the number of coupons she gave away on Saturday (x).
Therefore, the number of coupons Querida gave away on Sunday is indeed proportional to the number of hours she worked that day, with a ratio of 8:1.