Suppose you didn’t know whether the coin was fair or not and you wanted to determine a 95% Confidence interval for the actual probability of obtaining a head. If you flipped the coin 16,000 times and obtained exactly 8040 heads, your 95% confidence interval would range approximately from: (a) 0.4992 to 0.5208 (b) 0.4892 to 0.5318 (c) 0.4948 to 0.5102 (d) 0.5002 to 0.5198 (e) 0.5262 to 0.5448
Suppose you didn’t know whether the coin was fair or not and you wanted to determine a 95% Confidence interval for the actual probability of obtaining a head. If you flipped the coin 16,000 times and obtained exactly 8040 heads, your 95% confidence interval would range approximately from: (a) 0.4992 to 0.5208 (b) 0.4892 to 0.5318 (c) 0.4948 to 0.5102 (d) 0.5002 to 0.5198 (e) 0.5262 to 0.5448
Calculus For The Life Sciences
2nd Edition
ISBN:9780321964038
Author:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Publisher:GREENWELL, Raymond N., RITCHEY, Nathan P., Lial, Margaret L.
Chapter13: Probability And Calculus
Section13.2: Expected Value And Variance Of Continuous Random Variables
Problem 10E
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Suppose you didn’t know whether the coin was fair or not and you wanted to determine a 95% Confidence interval for the actual probability of obtaining a head. If you flipped the coin 16,000 times and obtained exactly 8040 heads, your 95% confidence interval would
(a) 0.4992 to 0.5208
(b) 0.4892 to 0.5318
(c) 0.4948 to 0.5102
(d) 0.5002 to 0.5198
(e) 0.5262 to 0.5448
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