Question

In: Statistics and Probability

Suppose that you like about 75.5% of the movies that you see. Rotten Tomatoes is a...

Suppose that you like about 75.5% of the movies that you see. Rotten Tomatoes is a website which certifies movies as either “fresh” or “rotten”. About 79.2% of movie you like are certified “fresh” on rotten tomatoes, and about 16.5% of movies you do not like are certified “fresh”. A new movie you are thinking about seeing is certified “fresh”. What is the probability that you will like it?

where the answer is a probability, put your answer in percentage form (e.g. 72.4218 not 0.724218) and then round to four decimal places. You do NOT need to include a % sign.

Solutions

Expert Solution

you like about 75.5% of the movies that you see. This is same as the probability that you like any given movie is 0.755

the probability that you do not like any given movie is

About 79.2% of movie you like are certified “fresh” on rotten tomatoes. This is same as the conditional probability that a movie is certified "fresh given that you like the movie is 0.792

about 16.5% of movies you do not like are certified “fresh”. This is same as the conditional probability that a movie is certified "fresh given that you do not like the movie is 0.165

the conditional probability that you will like a new movie given that it is certified “fresh” is

ans: A new movie you are thinking about seeing is certified “fresh”. The probability that you will like it is 93.6676 (%)


Related Solutions

Pick two characteristics in the movie '' The Blind Side (2009) - Rotten Tomatoes" and analyzing...
Pick two characteristics in the movie '' The Blind Side (2009) - Rotten Tomatoes" and analyzing there behavior from psychological perspective.
According to the website Rotten Tomatoes, the movie “The Peanuts Movie” received 92 critic reviews. Of...
According to the website Rotten Tomatoes, the movie “The Peanuts Movie” received 92 critic reviews. Of these 92 reviews, 79 of them were positive reviews (a fresh tomato) and 13 of them were negative reviews (a rotten tomato.) Test the claim made by 20th Century Fox, the company which made The Peanuts Movie that more than 80% of all critics gave this movie positive reviews. To this end find the following (at alpha = 0.05): State the Null Hypothesis State...
In movies you often see scenes where A spaceship activates a “force field”, which acts like...
In movies you often see scenes where A spaceship activates a “force field”, which acts like a physical shield, preventing any projectiles from hitting the ship by causing them to bounce off it. Why isnt this logical according to physics? What concepts can you use to prove this is "bad physics" and how can you change this common scene to portry physics correctly?
Suppose there are two types of people going to see two movies: The Dark Knight and...
Suppose there are two types of people going to see two movies: The Dark Knight and Mama Mia, Type A person like Mary is willing to pay $10.00 for Dark Night and $15.00 for Mamma Mia, while Type B person like Jack is willing to pay $18.00 to see The Dark Knight, while $8.00 to see Mamma Mia. Suppose the cost of theatres are zero. If the movie theatres can only sell the tickets individually for each movie, what will...
"As You Like It" is a movie rental club that rents movies at a cost of...
"As You Like It" is a movie rental club that rents movies at a cost of $10.00 for 10 days per movie rented.    Jill Thom was excited to use this facility since there was no internet in her area and the television options were limited. Besides it would be a good way to pass the time with the family over the weekends. She planned to make popcorn. Jill paid for the movies. At the bottom of the receipt it stated...
A natural pond is producing a rotten egg like smell. After some investigation it was found...
A natural pond is producing a rotten egg like smell. After some investigation it was found that the smell was due to the presence of H2S in the lake. a) What can you say about the concentration of dissolved oxygen in the pond? b) What can you say about the form of manganese and iron to be found in the pond? Explain. C. Does this situation likely represent aerobic or anaerobic conditions? Explain.
A natural pond is producing a rotten egg like smell. After some investigation it was found...
A natural pond is producing a rotten egg like smell. After some investigation it was found that the smell was due to the presence of H2S in the lake. a) What can you say about the concentration of dissolved oxygen in the pond? b) What can you say about the form of manganese and iron to be found in the pond? Explain. C. Does this situation likely represent aerobic or anaerobic conditions? Explain.
Marvel movies ~ Kylie is a Marvel fan and wants to see if the distribution of...
Marvel movies ~ Kylie is a Marvel fan and wants to see if the distribution of her classmates’ favorite marvel movies is different from the one published by rottentomatoes.com. She randomly surveys her classmates. The table below contains the percentages reported by rottentomatoes.com and the observed counts from her random sample. Movie Avengers: Infinity War Captain America: The Winter Soldier Guardians of the Galaxy Thor: Ragnarok Others rottentomatoes.com Percentages 36% 17% 11% 8% 28% Observed Counts 61 36 24 14...
Silver tarnishes in the presence of hydrogen sulfide (which smells like rotten eggs) and oxygen because...
Silver tarnishes in the presence of hydrogen sulfide (which smells like rotten eggs) and oxygen because of the reaction: 4Ag + 2H2S + O2 → 2Ag2S + 2H2O a) How many grams of silver sulfide can be formed from a mixture of 1.1 g Ag, 0.10 g H2S, and 0.088 g O2? b)How many more grams of H2S would be needed to completely react all of the Ag?
A gardener was interested to see how different types of fertilizer affect the yield of tomatoes...
A gardener was interested to see how different types of fertilizer affect the yield of tomatoes in his garden. Two brands of fertilizer, A and B, were available for comparison. He had enough room to grow eleven plants in a single row, so he picked a random sample of five spots for A, and the remainder for B. The yield for each tomato plant in pounds was as follows: Position 1 2 3 4 5 6 7 8 9 10...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT