Question

23) avg, 64% of people feel that they studied enough for a test they are going...

23) avg, 64% of people feel that they studied enough for a test they are going to take. You randomply select 6 people; please build a probability distribution table. (complete and labeled table)

Homework Answers

Answer #1

The probability that a person feels that he/she studied enough for a test = p = 0.64

X = Number of persons out of the 6 randomly selected people feel that he/she studied enough for the test

P(X=x) =

Since the selection is random, so the event that a selected person feel that he/she studied enough for the test is independent of the selection of other persons.

So, the probability distribution table is given by :-

X=x 0 1 2 3 4 5 6
P(X=x)
0.00218
0.02322
0.1032
0.24461
0.32615
0.23193
0.06872

If you like the solution, please hit the like button. If you find any problem regarding the solution, please mention in the comments section.

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
About 85% of people who take the G1 driving test pass on their first try. If...
About 85% of people who take the G1 driving test pass on their first try. If 205 applicants try the test, what is the probability that more than 25 need to retake the test? Please explain using binomial distribution
We want to know if people feel hopeful about the future for different age groups. We...
We want to know if people feel hopeful about the future for different age groups. We conduct a survey on a scale of 1 (feel extremely unsecure) to 7 (feel extremely secure). The results are shown in Table 1. Table 1: Feeling Secure about the Future Young Adults Adults Elderly 1 5 7 2 5 6 3 4 7 3 2 6 4 2 6 A Find the F-ratio at the α = .05. Round to three numbers after the...
If the correlation between self-efficacy and income is .64 then you know that people with higher...
If the correlation between self-efficacy and income is .64 then you know that people with higher self-efficacy tend to make more money people who make a lot of money do so because they have high self-efficacy people with lower self-efficacy tend to make more money people with higher self-efficacy tend to make less money If you go to a local park on a Sunday afternoon and survey a random sample of the people who come by, which of the following...
For this week’s discussion, we are going to talk about perceptions and how people can look...
For this week’s discussion, we are going to talk about perceptions and how people can look at the same situation differently. Select and complete one of the perception tests from the links below: Dr. Phil's Personality Test (Links to an external site.) Can you Pass the Perception Test? (Links to an external site.) Visual Perception Personality Test (Links to an external site.) For your initial post, summarize the perception test you completed by answering the below questions: 1. Describe in...
Discrete Math: The Birthday Problem investigates the minimum number of people needed to have better than...
Discrete Math: The Birthday Problem investigates the minimum number of people needed to have better than a 50% chance of at least two people have the same birthday. Calculating this probability shows that n = 23 yields a probability of approximately .506. Use the probabilistic algorithm called the Monte Carlo algorithm and find the number of people in a room that yields an approximate probability greater than .75. Please use the following list to complete the problem ● Adopt the...
Eighteen percent of people in the US eligible to donate blood actually do. You randomly select...
Eighteen percent of people in the US eligible to donate blood actually do. You randomly select 15 eligible blood donors and ask them if they donate blood. a. Construct a binomial distribution (table) i. First column x values ii. second column probabilities using Excel functions b. Find the mean of the probability distribution by creating a third column multiplying the x value and its probability and then adding up that third column Please show in excel!
Eighteen percent of people in the US eligible to donate blood actually do. You randomly select...
Eighteen percent of people in the US eligible to donate blood actually do. You randomly select 15 eligible blood donors and ask them if they donate blood. a. Construct a binomial distribution (table) i. First column x values ii. second column probabilities using Excel functions b. Find the mean of the probability distribution by creating a third column multiplying the x value and its probability and then adding up that third column Please show in excel!!!!
Eighteen percent of people in the US eligible to donate blood actually do. You randomly select...
Eighteen percent of people in the US eligible to donate blood actually do. You randomly select 15 eligible blood donors and ask them if they donate blood. a. Construct a binomial distribution (table) i. First column x values ii. second column probabilities using Excel functions b. Find the mean of the probability distribution by creating a third column multiplying the x value and its probability and then adding up that third column Please show in excel!!!!
An​ e-commerce Web site claims that 4 ​% of people who visit the site make a...
An​ e-commerce Web site claims that 4 ​% of people who visit the site make a purchase. Complete parts a through e below based on a random sample of 15 people who visited the Web site. a. What is the probability that none of the people will make a purchase​? The probability is nothing . ​(Round to four decimal places as​ needed.) b. What is the probability that less than 3 people will make a​ purchase? The probability is nothing...
M&M's Color Distribution: Suppose the makers of M&M candies give the following average percentages for the...
M&M's Color Distribution: Suppose the makers of M&M candies give the following average percentages for the mix of colors in their bags of plain chocolate M&M's. Stated Distribution of Colors Brown Yellow Red Orange Green Blue Percent   30%   20%   20%   10%   10%   10% Now, you randomly select 200 M&M's and get the counts given in the table below. You expected about 20 blues but only got 9. You suspect that the maker's claim is not true. Observed Counts by Color...