Question

select the correct answer from each drop - down menu. lindsey arranges fruit plates for sale at the farmers market. she uses 48 raspberries for 6 plates. the given rate is drop - down menu. the unit rate is drop - down menu.

Explanation:

For the first drop - down (the given rate):

Step1: Identify the given quantities

We know that Lindsey uses 48 raspberries for 6 plates. So the given rate is the ratio of the number of raspberries to the number of plates, which is 48 raspberries per 6 plates (or $\frac{48\text{ raspberries}}{6\text{ plates}}$).

For the second drop - down (the unit rate):

Step1: Recall the formula for unit rate

The unit rate is found by dividing the total number of raspberries by the total number of plates. The formula for unit rate $r$ when we have a total quantity $Q$ and a number of units $n$ is $r=\frac{Q}{n}$.

Step2: Substitute the values

Here, $Q = 48$ (raspberries) and $n = 6$ (plates). So we calculate $\frac{48}{6}=8$. So the unit rate is 8 raspberries per plate (or $\frac{8\text{ raspberries}}{1\text{ plate}}$).

For the first drop - down, the given rate is "48 raspberries per 6 plates" (or in fraction form $\frac{48\text{ raspberries}}{6\text{ plates}}$). For the second drop - down, the unit rate is "8 raspberries per plate" (or in fraction form $\frac{8\text{ raspberries}}{1\text{ plate}}$).

Answer:

Step1: Recall the formula for unit rate

The unit rate is found by dividing the total number of raspberries by the total number of plates. The formula for unit rate $r$ when we have a total quantity $Q$ and a number of units $n$ is $r=\frac{Q}{n}$.

Step2: Substitute the values

Here, $Q = 48$ (raspberries) and $n = 6$ (plates). So we calculate $\frac{48}{6}=8$. So the unit rate is 8 raspberries per plate (or $\frac{8\text{ raspberries}}{1\text{ plate}}$).

For the first drop - down, the given rate is "48 raspberries per 6 plates" (or in fraction form $\frac{48\text{ raspberries}}{6\text{ plates}}$). For the second drop - down, the unit rate is "8 raspberries per plate" (or in fraction form $\frac{8\text{ raspberries}}{1\text{ plate}}$).