The student-athletes on the men's teams compete in various NCAA-II sports. Each team may be regarded...

The student-athletes on the men's teams compete in various NCAA-II sports. Each team may be regarded as a random sample of all the NCAA-II athletes in that sport. There were 65 players listed on the school's rosters for Men’s Basketball teams from five seasons (2019-20, 2015-16, 2011-12, 2007-08, and 2003-04). The 65 players had an average height of 76.26" with a standard deviation of 2.91". Write out the four steps of the hypothesis test given below (be sure to give the value of each computation you have done). At the end of your work, write a one or two sentence summary in non-statistical language to describe what you have found, not how you found it. Your audience is people who have never had a statistics class (think of middle of the road 8th graders, not the really bright ones).

H_0:u=75 7/8 (mu=75.875)

H_a:u >75 7/8 (mu>75.875)

Expert Solution

65 players listed on the school's rosters for Men’s Basketball teams from five seasons having average height is not more that 75.875''.

Dear student,
I am waiting for your feedback. I have given my 100% to solve your queries. If you satisfied with my answer then please please like this.
Thank You

orchestra answered 2 years ago

The PLNU student-athletes on the women's teams compete in various NCAA-II sports. Each team may be...

The PLNU student-athletes on the women's teams compete in various NCAA-II sports. Each team may be regarded as a random sample of all the NCAA-II athletes in that sport. The 14 players listed on the roster for the 2010-11 Women’s Basketball team had an average height of 69.76 inches with a standard deviation of 2.80 inches. Give a 90% confidence interval for the average height of NCAA-II women’s basketball players in that year. Write a one or two sentence summary...

The UW student-athletes on the women's teams compete in various NCAA-I sports. Each team may be...

The UW student-athletes on the women's teams compete in various NCAA-I sports. Each team may be regarded as a random sample of all the NCAA-I athletes in that sport. The 14 players listed on the roster for the 2004-05 Women’s Basketball team had an average height of 69.67 inches with a standard deviation of 3.47 inches. Give a 99% confidence interval for the average height of NCAA-I women’s basketball players in that year. Write a one or two sentence summary...

The governing group of student-athletes on campus consists of six elected representatives from the various teams....

The governing group of student-athletes on campus consists of six elected representatives from the various teams. Two of this year's group are female student-athletes. The athletic director plans to randomly select a subcommittee of 3 members to study and make recommendations about adding field hockey as a women's sport. The composition of the subcommittee is of some interest. The six students are Adam, Bob, Christopher, Doug, Elsa, and Frannie. a. List all the simple events in this experiment. (Example: ABC,...

Jerry in Minnesota has an incredible team of athletes who are equally adept at both sports...

Jerry in Minnesota has an incredible team of athletes who are equally adept at both sports of baseball and hockey. For most of his athletes, there are two options: a career in baseball or a career in hockey. Accordingly, Jerry reviews information and derives the following summary measures concerning weekly salaries based on a random sample of 31 for each such sport. For the analysis, Jerry uses a historical (population) standard deviation of $21.5 for baseball players and $19.9 for...

Winning team data were collected for teams in different sports, with the results given in the...

Winning team data were collected for teams in different sports, with the results given in the table below. Use the TI-83/84 Plus results at a 0.050.05 level of significance to test the claim that home/visitor wins are independent of the sport. TI-83/84 PLUS chi squared minus Testχ2−Test chi squared equals 3.076409776χ2=3.076409776 Upper P equals 0.3799936722P=0.3799936722 df equals 3df=3 BasketballBasketball Baseball Hockey Football Home team winsHome team wins 111111 6767 5454 4141 Visiting team winsVisiting team wins 7474 5656 4343 4343...

The Badgers are a pro sports team. The teams sells three different type of tickets: Deluxe, Lower...

The Badgers are a pro sports team. The teams sells three different type of tickets: Deluxe, Lower level and upper level. Information from the prior year is as follows: BUDGET: Contribution Margin Number of Per seat Seats deluxe $ 100 2,000 lower level 50 6,000 upper level 20 8,000 ACTUAL: Contribution Margin Number of Per seat Seats deluxe $ 110 2,200 lower level 50 6,200 upper level 20 8,400 Total Market Size Budget 40,000 Actual 50,000 Required: Calculate the Sales Volume Variance for...

After the Knapp and Toyota Motor Mfg. decisions, it may be much easier for student-athletes with...

After the Knapp and Toyota Motor Mfg. decisions, it may be much easier for student-athletes with learning disabilities to use the disability rights laws to gain access to participation than for those with physical disabilities. Explain why.

An oven may be regarded as a cube, each side 1.2m long. The oven stands on...

An oven may be regarded as a cube, each side 1.2m long. The oven stands on thin legs and the heat transfer through each of the six faces is identical. The walls and doors are all made of a stainless steel lining (thermal conductivity 20W/mK) 2mm thick, a layer 75mm thick of insulating material (thermal conductivity 0.25W/mK) and a mild steel outer sheet (thermal conductivity 48.5W/mK) 3mm thick. If the inner wall temperature is 400oC and the outer surface temperature...

In your allocated teams you will each be provided with an opportunity to lead a team...

In your allocated teams you will each be provided with an opportunity to lead a team in a “shark tank” type activity. The assessment is in four parts. You will first work individually and then as a team. Project: The PYP faculty manager has requested you to design and present as a team a new logo for the PYP accounting program. 1. Individual Activity (20%) Each person in the team will come up with a logo design for the PYP...

. A research team wants to see if youth participation in cultural and sports activities may...

. A research team wants to see if youth participation in cultural and sports activities may be related to higher values of self-esteem. A group of 100 youths who do participate in such activities were found to have a mean self-esteem of 53.8 (with a standard deviation of 5.1). For the general population of youths, the mean score on the same self-esteem measure is 50, and the standard deviation is 5.9). Use this information to calculate and interpret the effect...

Question