In a random sample of 680 people, 300 said they watch at least one movie each week. What is the sample proportion of people who watch at least one movie a week? Round to two decimal places.

A sample of size 300 is to be taken at random from an infinite population. Given that the population proportion is 0.70, the probability that the sample proportion will be smaller than 0.75 is about: Group of answer choices 0.53. 0.47. 0.03. 0.97.

Netflix is considering a new romcom (romantic comedy) series. Before making a final decision, the producers design an experiment to estimate the proportion of viewers who would watch the series. A random sample of 1,080 viewers was selected and asked to watch the first two episodes. After viewing the episodes, 675 viewers indicated they would watch the new series. (Use t Distribution Table & z Distribution Table.) (Round your answers to 3 decimal places.)Required:a. Estimate the value of the population proportion of people who would watch the new series.b. Develop a 99% confidence interval for the population proportion of people who would watch the new series.

This table shows how many male and female students attended two different movies. What is the probability that a randomly chosen person from this group attended an action movie?Round your answer to two decimal places.

A TV show had 4.4 x 106 viewers in the first week and 3.1 x 106 viewers in the second week. Determine the average number of viewers over the two weeks and write the final answer in scientific notation. 3.75 x 1012 3.75 x 106 7.5 x 1012 7.5 x 106

In a survey conducted in a neighbourhood, it was found that 25% of the residents watch movies in theaters, 35% watch movies on streaming platforms, and 15% watch movies through both theaters and streaming platforms.What is the probability that a randomly selected resident does not watch movies either in theaters or on streaming platforms?