Given binomial distribution: The probability that you will wake up each day before your alarm clock is 0.32.    Choose the expression that best represents the answers to the scenarios below. a.  Find the probability that you will wake up before your      alarm MORE THAN 3 out of the next 7 days.  [ans1] b.  Find the probability that you will wake up before your      alarm clock EXACTLY 3 out of the next 7 days.  [ans2] c.  Find the probability that you will wake up before your alarm clock      on Mon, Tues, Wed but not on Thurs, Fri, Sat, Sun.  [ans3]   d.  Find the probability that you WILL NOT wake up before your alarm      clock AT MOST 3 out of the next 7 days.  [ans4] e.  Find the probability that you will wake up before your       alarm clock LESS THAN 3 out of the next 7 days.  [ans5] f.  Find the probability that you will wake up before your     alarm clock AT LEAST once out of the next 7 days.  [ans6]

A heavy stylized form of entertainment that became popular in the 1700s.

In what season did the ronin take revenge?

Movie theatres like AMC, Regal, and Cinemark estimate that 40% of their customers buy popcorn when they see a movie at the theatre. Create a sampling distribution of n = 600. i.     What type of data best describes the parameter of this problem? Type p for proportion, m for mean, sd for standard deviation.   [ans1]    ii.    What type of data best describes the middle value of the sampling distribution? Type p for proportion, m for mean, sd for standard deviation.   [ans2]      Round your answers to 2 decimal places if necessary. iii.    Find the value of the statistic for the sampling distribution.   [ans3] iv.    Find the standard error associated with the sampling distribution.   [ans4] v.     Find the probability that a random sample size of 600 would have         between 39 and 41% of the customers saying they would buy         popcorn at the movie theatre.   [ans5] vi.    Is it safe to assume that for a sample size of 600 people, you are pretty confident          that less than 50% of the customers will be buying popcorn at the theatre.          [ans6] Type y for yes or n for no.

Refer to the 4 scatterplots below to answer the first three questions.   i.  Which scatterplot has the strongest correlation between points?  Type in a, b, c, or d  [ans1]   ii.  How many of the given scatterplots show “no correlation” between the points?  Type in 0, 1, 2, or 4.  [ans2]   iii.  For scatterplot (c), the best estimate for the r value from the choices below is:  [ans3] a.  -0.70      b.  0.90     c.  0.10     d.  0.60   —————————————————————————————– Use a linear regression to model the scatterplot given by the x/y table below:    iv.  Describe the correlation between the given x & y values: Type in a, b, c, d, or e  from the choices below:  [ans4] a.  weak positive         b.  weak negative c.  strong positive       d.  strong negative e.  no correlation   v.  Find the slope and y-intercept value for the linear regression equation: Round the slope to TWO DECIMAL places. Round the y-intercept to the nearest WHOLE number. slope =  [ans5]       y-intercept =  [ans6]   vi.  Using the EXACT VALUES from the calculator to build your linear regression equation, the predicted value of 51 most likely occurs at an x value =  [ans7] a.  78     b.  79     c.  80     d.  81     vii.  The predicted line is most accurate with the scatterplot at x =  Type in a, b, c, or d from the choices below:  [ans8] a.  50     b.  55     c.  70     d.  82     e.  90      

Which of the following vassal states did China go to war with Japan to protect?

By the time of his death, ________ had unified the central portion of the main Japanese island.

Before returning to her mother, Lord Asano’s daughter lived with

According to the Confucian tradition, who held the lowest social status…

The average cost of a men’s haircut in Los Angeles County is $18 with a standard deviation of $6. Assume the data follows a normal distribution. From a sample of 30 barbershops in the West Hollywood area of Yelp, it was found that the average cost of a men’s haircut was $22 with a standard deviation of $8. Is there enough evidence to suggest that an average men’s haircut is not $22? Test the claim with a level of significance = 0.05.    The population parameter in this problem =  [ans1] The standard deviation associated with the statistic in this problem =  [ans2]   Step 2:  Test the Claim What type of test score should you convert the statistic into?  [ans3]   Which formula below would you use to calculate the test score?  [ans4]   What is the value of that test score?   [ans5]   What is the value of the critical score?   [ans6]