1. A. 0.084 B. 0.400 C. 0.854 D. 0.454 2. Using the information given in question one (1) and the result obtained thereby, determine the probability that at least two employees in this sample have an honors’ degree. A. 0.549 B. 0.228 C. 0.495 D. 0.954
1. A. 0.084 B. 0.400 C. 0.854 D. 0.454 2. Using the information given in question one (1) and the result obtained thereby, determine the probability that at least two employees in this sample have an honors’ degree. A. 0.549 B. 0.228 C. 0.495 D. 0.954
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter10: Statistics
Section10.6: Summarizing Categorical Data
Problem 10CYU
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Consider this question stem for both the current question (1) and question (2): A sample of ten employees at an auditing firm is randomly selected. The probability that three employees in this sample have an honors’ degree is 0.215 while the probability that four employees in this sample have an honors’ degree is 0.251. Given that the probability of success is p, determine the value of p approximate to three (3) decimal places.
1. A. 0.084
B. 0.400
C. 0.854
D. 0.454
2. Using the information given in question one (1) and the result obtained thereby, determine the probability that at least two employees in this sample have an honors’ degree.
A. 0.549
B. 0.228
C. 0.495
D. 0.954
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