In June 2016, residents of the United Kingdom (UK) voted to leave the European Union (EU). However, 48.1% of the UK population voted to remain in the EU. In a random sample of 4399 eligible voters in the city of London, 3312 favor remaining in the EU. Which of the following expressions gives the test statistic for the appropriate test to determine if the proportion of 'remainers' in the city of London differs significantly from the proportion of the UK population who voted to remain in the EU? 0.753-0.481 (A)==- (0.50)(0.50) 4399 0.753-0.481 (B) == (C) (0.481)(0.519) 4399 0.753-0.481 (0.481)(0.519) 1 + 1 3312 1087, 0.481-0.753 (D) == (E) (0.753)(0.247) 4399 0.753-0.481 1 (0.50)(0.50) + 1 3312 1087,

Holt Mcdougal Larson Pre-algebra: Student Edition 2012
1st Edition
ISBN:9780547587776
Author:HOLT MCDOUGAL
Publisher:HOLT MCDOUGAL
Chapter11: Data Analysis And Probability
Section11.4: Collecting Data
Problem 6E
Question
In June 2016, residents of the United Kingdom (UK) voted to leave the European Union (EU).
However, 48.1% of the UK population voted to remain in the EU. In a random sample of 4399
eligible voters in the city of London, 3312 favor remaining in the EU. Which of the following
expressions gives the test statistic for the appropriate test to determine if the proportion of 'remainers'
in the city of London differs significantly from the proportion of the UK population who voted to
remain in the EU?
0.753-0.481
(A)==-
(0.50)(0.50)
4399
0.753-0.481
(B) ==
(C)
(0.481)(0.519)
4399
0.753-0.481
(0.481)(0.519)
1
+
1
3312 1087,
0.481-0.753
(D) ==
(E)
(0.753)(0.247)
4399
0.753-0.481
1
(0.50)(0.50) +
1
3312 1087,
Transcribed Image Text:In June 2016, residents of the United Kingdom (UK) voted to leave the European Union (EU). However, 48.1% of the UK population voted to remain in the EU. In a random sample of 4399 eligible voters in the city of London, 3312 favor remaining in the EU. Which of the following expressions gives the test statistic for the appropriate test to determine if the proportion of 'remainers' in the city of London differs significantly from the proportion of the UK population who voted to remain in the EU? 0.753-0.481 (A)==- (0.50)(0.50) 4399 0.753-0.481 (B) == (C) (0.481)(0.519) 4399 0.753-0.481 (0.481)(0.519) 1 + 1 3312 1087, 0.481-0.753 (D) == (E) (0.753)(0.247) 4399 0.753-0.481 1 (0.50)(0.50) + 1 3312 1087,
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