Swinging Sammy Skor's batting prowess was simulated to get an estimate of the probability that Sammy will get a hit. Let 1 - HIT and 0 OUT. The output from the simulation was as follows 10001001001110000111 1000011001111 000001111 Estimate the probability that he gets a hit. A) 0.301 B) 0.286 C) 0.452 D) 0.476

Question

Cassidy Ramsey

Mathematics

12 March, 01:00

Swinging Sammy Skor's batting prowess was simulated to get an estimate of the probability that Sammy will get a hit. Let 1 - HIT and 0 OUT. The output from the simulation was as follows 10001001001110000111 1000011001111 000001111 Estimate the probability that he gets a hit. A) 0.301 B) 0.286 C) 0.452 D) 0.476

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Landyn Cantu · Answer 1

The answer is D) 0.476

Step-by-step explanation:

If 1 represents HIT, and 0 represents OUT, the probability that Sammy will get a hit = the number of HITS (1s) : the output from the simulation (i. e., total number of HITs and OUTs in the simulation)

Where:

the number of HITS (1s) = 20

the output from the simulation (i. e., total number of HITs and OUTs in the simulation) = 42

therefore, the probability that Sammy will get a hit = 20 : 42 = 0.476

This implies that the correct answer is D) 0.476