Suppose that there are 10 batteries. Four of the batteries are defective. John gets twobatteries (without replacement).1. What is the probability that neither battery is defective?a. 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/152. What is the probability that exactly one of the two batteries is defective?a. 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/153. What is the probability that both batteries are defective?a. 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/15

It ia given that Number of defective batteries = 4 Total batteries = 10 Sample size = 2

What is the probability that neither battery is defective? 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/15 What is the probability that exactly one of the two batteries is defective? a. 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/15 What is the probability that both batteries are defective? a. 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/15

What is the probability that neither battery is defective? 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/15 What is the probability that exactly one of the two batteries is defective? a. 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/15 What is the probability that both batteries are defective? a. 2/15; b. 7/15; c. 5/15; d. 8/15; e. 13/15; f. 10/15

Holt Mcdougal Larson Pre-algebra: Student Edition 2012

1st Edition

ISBN:9780547587776

Author:HOLT MCDOUGAL

Publisher:HOLT MCDOUGAL

Chapter11: Data Analysis And Probability

Section11.8: Probabilities Of Disjoint And Overlapping Events

Problem 2C

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