You are trying to find how many prefer to drink beer in a bar and how many prefer not to drink beer in a bar (drink other alcoholic/ non-alcoholic beverages). You go out and collect responses from 40 people from each of four dive bars (Bar 1,2,3 and 4). The responses are provided in percentages below. Match the responses on the right to the ranks on the left. The response with the highest variability should get 'rank 1', the second-highest gets 'rank 2', and so on. (Hint: Convert percentages to ratios) A. Bar 1 response: Beer: 20% Others: 80% B. Bar 2 response: Beer: 40% Others: 60% C. Bar 3 response: Beer: 90% Others: 10% D. Bar 4 response: Beer: 50% Others: 50%
You are trying to find how many prefer to drink beer in a bar and how many prefer not to drink beer in a bar (drink other alcoholic/ non-alcoholic beverages). You go out and collect responses from 40 people from each of four dive bars (Bar 1,2,3 and 4). The responses are provided in percentages below. Match the responses on the right to the ranks on the left. The response with the highest variability should get 'rank 1', the second-highest gets 'rank 2', and so on. (Hint: Convert percentages to ratios) A. Bar 1 response: Beer: 20% Others: 80% B. Bar 2 response: Beer: 40% Others: 60% C. Bar 3 response: Beer: 90% Others: 10% D. Bar 4 response: Beer: 50% Others: 50%
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.4: Distributions Of Data
Problem 19PFA
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You are trying to find how many prefer to drink beer in a bar and how many prefer not to drink beer in a bar (drink other alcoholic/ non-alcoholic beverages). You go out and collect responses from 40 people from each of four dive bars (Bar 1,2,3 and 4). The responses are provided in percentages below. Match the responses on the right to the ranks on the left. The response with the highest variability should get 'rank 1', the second-highest gets 'rank 2', and so on. (Hint: Convert percentages to ratios)
A. Bar 1 response: Beer: 20% Others: 80%
B. Bar 2 response: Beer: 40% Others: 60%
C. Bar 3 response: Beer: 90% Others: 10%
D. Bar 4 response: Beer: 50% Others: 50%
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