A financial analyst selects investment options by tossing a bean bag on to a table (areas on the table correspond to specific investment options). The distance the analyst tosses a bean bag is distributed continuously and normally with a mean of 65 feet and a standard deviation of 6 feet. If the table is 20 feet long, how far from an end of the table must the analyst stand to maximize the probability the bean bag lands on the table? 55 Feet O 71 Feet 45 Feet O 59 Feet

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter6: The Trigonometric Functions
Section6.2: Trigonometric Functions Of Angles
Problem 81E
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A financial analyst selects investment options by tossing a bean bag on to a table (areas on the
table correspond to specific investment options). The distance the analyst tosses a bean bag is
distributed continuously and normally with a mean of 65 feet and a standard deviation of 6 feet. If
the table is 20 feet long, how far from an end of the table must the analyst stand to maximize the
probability the bean bag lands on the table?
55 Feet
O 71 Feet
45 Feet
O 59 Feet
Transcribed Image Text:A financial analyst selects investment options by tossing a bean bag on to a table (areas on the table correspond to specific investment options). The distance the analyst tosses a bean bag is distributed continuously and normally with a mean of 65 feet and a standard deviation of 6 feet. If the table is 20 feet long, how far from an end of the table must the analyst stand to maximize the probability the bean bag lands on the table? 55 Feet O 71 Feet 45 Feet O 59 Feet
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