Academic Integrity: tutoring, explanations, and feedback — we don’t complete graded work or submit on a student’s behalf.

#5-Chapt × O ezto.mheducation.com/hm.tpx 5.00 points In each of the following ca

ID: 2924505 • Letter: #

Question

#5-Chapt × O ezto.mheducation.com/hm.tpx 5.00 points In each of the following cases, indicate whether classical, empirical, or subjective probability is used (a) A baseball player gets a hit in 21 out of 141 times at bat. The probability is 0.15 that he gets a hit in his next at bat. O Empiricall O Classical O Subjective (b) A ten-member committee of students is formed to study environmental issues. What is the any one of the ten is chosen as the spokesperson? O Classical O Subjective O Empirical (c) You purchase one of 10 miltion tickets sold for Lotto Canada. What is the likelihood you win the $1 million jackpot? O Subjective O Classical O Empirical (d) The probability of an earthquake in northern Califormia in the next 3 years is 05 Classical Empirical O Subjective Type here to search

Explanation / Answer

Classical probability: The Statistical concept that measures likelihood event occurring and the number of events that can be possible to occur.

Probability of event occuring= No of possible events / Total number of events

Empirical probability: Event occurring of specified possible outcome.

Repeated events/ Ratio/ Colour/ Type of vehicle etc...

Subjective probability: It's just an opinion to find the probability. Without Calculations simply delivering opinions.

Example: 50/50 chances, 80% chances of winning a game etc....

a) Data of number of time experimented with 21/141 times with p=0.15

Answer: Empirical probability, measured with formal calculations

b) Likelihood occurring of 1/10 events.

Answer: Classical probability, probability of event occurring

c) One od 10 Million tickets and likelihood occurring of an event with 1/10Millions

Answer: Classical probability, Probability of event occuring

d) probability of an earthquake in Next 3 years=0.5

Answer: Subjective probability, no formal calculation.