select the correct section on the seating chart. leanne and her family plan to attend a symphony at an…

select the correct section on the seating chart. leanne and her family plan to attend a symphony at an orchestra hall. before booking the tickets, leanne checked a website where visitors rated the view of the symphonys soloist from their seating section. the data from the website is summarized in the table. according to the data from the website, in which seating section should leannes family book the tickets if they want to maximize their chances of having a \perfect\ view of the symphonys soloist?

select the correct section on the seating chart. leanne and her family plan to attend a symphony at an orchestra hall. before booking the tickets, leanne checked a website where visitors rated the view of the symphonys soloist from their seating section. the data from the website is summarized in the table. according to the data from the website, in which seating section should leannes family book the tickets if they want to maximize their chances of having a \perfect\ view of the symphonys soloist?

Answer

Explanation:

Step1: Calculate the proportion for each section

We need to find the proportion of reviewers who rated the view as "perfect" for each section. The formula for the proportion $p$ is $p=\frac{\text{Number of reviewers who rated as "perfect"}}{\text{Number of reviewers who sat in the section}}$. For L1: $p_{L1}=\frac{57}{90}=\frac{19}{30}\approx0.633$ For L2: $p_{L2}=\frac{33}{52}\approx0.635$ For L3: $p_{L3}=\frac{47}{75}\approx0.627$ For U1: $p_{U1}=\frac{55}{84}\approx0.655$ For U2: $p_{U2}=\frac{27}{43}\approx0.628$ For U3: $p_{U3}=\frac{22}{35}\approx0.629$

Answer:

U1