Consider a field with a population of mice living in it. The population has 1,700 males and 2.300 females, s population is big enough that we can consider samples taken from it to be samples with replacement. Provide all answers to the closest 0.0001-if we randomly select & mice from the population. Q1. What is the probability that we select only males? Q2. What is the probability that we select 3 males and 5 females? Q3. What is the probability that we select 4 or 5 males? Q4. What is the probability that we p(all m)??? p(4m 50-777 p(4m or 5m)_77?___ p(4m) 777

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
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please get this right I need answers not just explanation my teacher is strict on getting it right Consider a field with a population of mice living in it. The population has 1,700 males and 2,300 females, this population is big enough that we can consider samples taken from it to be samples with replacement. Provide all answers to the closest 0.0001-if we randomly select 8 mice from the population. Q1. What is the probability that we select only males? Q2. What is the probability that we select 3 males and 5 females? Q3. What is the probability that we select 4 or 5 males? Q4. What is the probability that we select more than 4 majes? p(all m) =___???___ p(4m,5) = ???___ p(4m or 5m) = ???___ p(>4m) = ???

Consider a field with a population of mice living in it. The population has 1,700 males and 2.300 females, this
population is big enough that we can consider samples taken from it to be samples with replacement. Provide all
answers to the closest 0.0001-if we randomly select 8 mice from the population
Q1. What is the probability that we
select only males?
Q2. What is the probability that we
select 3 males and 5 females?
Q3. What is the probability that we
select 4 or 5 males?
Q4. What is the probability that we
select more than 4 males?
p(all m)_777
p(4m 50)-777
p(4m or 5m)_777_
p(>4m)=__777
Transcribed Image Text:Consider a field with a population of mice living in it. The population has 1,700 males and 2.300 females, this population is big enough that we can consider samples taken from it to be samples with replacement. Provide all answers to the closest 0.0001-if we randomly select 8 mice from the population Q1. What is the probability that we select only males? Q2. What is the probability that we select 3 males and 5 females? Q3. What is the probability that we select 4 or 5 males? Q4. What is the probability that we select more than 4 males? p(all m)_777 p(4m 50)-777 p(4m or 5m)_777_ p(>4m)=__777
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