suppose that in a random selection of colored candies, 21% od them are blue. The candy company claims that thr percentage of blue candies us equal to26%. use a 0.10 signicance level to test the claim. include Any TI 84 commands

the sample size is 100

Managing Risk from a Human Resources perspective is a very broad topic. For one, we have to think of covering critical positions in case of illness, promotions, terminations, or escape from the company (lol). This case study puts you in the role of HR Director for a manufacturing firm that is a critical supplier of products used in health care/hospitals for the protection of health care workers from contagious diseases. Your business is essential. The scenario involves the outbreak of a deadly virus which has become a pandemic. Work through and list the items that you must put into place for your employees, who we need to keep working for the sake of protecting human beings world wide. Don't forget that you may have employees who are at risk for their on health due to underlying health conditions such as heart disease, transplants, diabetes, and cancer, to name a few.

Packers Inc. (the “Company”) manufactures needles used to inflate and deflate sporting equipment (e.g., footballs, basketballs, soccer balls). The Company produces high-quality stainless steel needles at a price of $5 per needle.

To incentivize customers to purchase its needles, the Company created a customer loyalty program (the “Program”) that rewards customers with one loyalty point per dollar spent. For every 20 points earned, the customer can redeem those points for a $1 credit toward future needle purchases.

As customers’ points accumulate, the Company expects the points will influence customer behavior because it is expected that customers will be able to earn free goods. Customers can join the Program for no fee by providing their e-mail address. Loyalty points are not earned when purchases are paid for via redemption of loyalty points.

Historically, 95 percent of the points earned under the Program are redeemed.

Assume, for purposes of this case, the loyalty points are expected to accumulate to an amount that could provide a customer a discount on future purchases that is significant relative to discounts provided to customers that did not participate in the loyalty program.

Case Facts:

• The Company only manufactures one style of needle and recognizes revenue upon shipment.

• There are no costs to acquire a customer or commissions associated with a sale.

• For purposes of this case, collection of all invoiced amounts is deemed probable.

Details

On January 1, 2019, the Company enters into a contract with Rodgers Inc. (Rodgers) to provide 10,000 needles for a total of $50,000. By joining the loyalty program, Rodgers will earn 50,000 loyalty points worth $2,500 ($50,000 ÷ 20).

The Company ships all 10,000 needles to Rodgers on January 15, 2019.

Required:

1. Do the loyalty points represent a performance obligation?

2. Assuming the loyalty program is structured such that it gives rise to a material right, what would be an appropriate stand-alone selling price of the loyalty points?

3. What journal entries should the Company record when all 10,000 needles are shipped to Rodgers?

August 1, 2019, Transaction

On August 1, 2019, Rodgers redeems 10,000 loyalty points and receives 100 needles. As of August 1, 2019, the Company still believes 95 percent (37,500 additional) of the loyalty points will be redeemed.

Required:

4. What entries should the Company record for 100 needles shipped on August 1, 2019?

December 1, 2019, Transaction

On December 1, 2019, Rodgers redeems 20,000 loyalty points and ordered 200 needles. Upon receiving the order for 200 needles on December 1, 2019, the Company updates its estimate of redemption to 98 percent (for a total of 49,000 points, or an additional 19,000 points expected be redeemed).

Required:

5. What entries should the Company record for 200 needles shipped on December 1, 2019?

1. (True or False) Kobe Bryant was a highly paid professional basketball player in the National Basketball Association. From the perspective of the whole NBA, Kobe’s economic rent would be very small, while from the perspective of his individual team it would be very large.

Give an explanation.

Listed below are student evaluation ratings of​ courses, where a rating of 5 is for​ "excellent." The ratings were obtained at one university in a state. Construct a confidence interval using a

99% confidence level. What does the confidence interval tell about the population of all college students in the​ state?

4.0, 3.2, 4.2, 4.9, 3.0, 4.4, 3.8, 4.9, 4.5, 4.1, 4.1, 4.0, 3.4, 4.2, 3.9

What is the confidence interval for the population mean μ​?

___< μ​<___. (Round to two decimal places as needed.)

What does the confidence interval tell about the population of all college students in the​ state? Select the correct choice below​ and, if​ necessary, fill in the answer​box(es) to complete your choice.

A.We are 99​% confident that the interval from ____ to ____ actually contains the true mean evaluation rating.

​(Round to one decimal place as​ needed.)

B. The results tell nothing about the population of all college students in the​ state, since the sample is from only one university.

C.We are confident that 99​% of all students gave evaluation ratings between ___ and ___.

1) A friend of yours suggests that at least 10% of people at your university have had something stolen from them on campus in the past year. This is your population value. You take a random sample of 100 people in you classes to determine if your friend is correct, you think that they may be wrong. You find that 15% of them have had something stolen.

Would you have a one or two tailed test?

Two Tailed

One tailed

2) What is the strength of the following correlation? -0.512

Moderate

Strong

Weak

3) A friend of yours suggests that at least 10% of people at your university have had something stolen from them on campus in the past year. This is your population value. You take a random sample of 100 people in you classes to determine if your friend is correct, you think that they may be wrong. You find that 15% of them have had something stolen.

Would you use z or t to test this hypothesis?

Z Distribution

T Distribution

Question 1

As part of the fight to slow the progression of the COVID-19 pandemic, many jurisdictions have introduced policies to promote and enforce physical distancing, isolation/quarantine, limit social gatherings, and limit in-person business to essential services only, and other practices such as encouraging the use of face masks while in public. Similarly, universities and many businesses have migrated the bulk of their operations to online and remote operations and services. We’ve all experienced that at York University, work and non-work aspects of our lives. For your answer to Question 1, use your recent personal experiences to explore how these changes have impacted communication effectiveness. You may use examples from your recent York University experiences, recent work-related examples, or other recent personal examples that help you illustrate any changes that have happened. Consider a wide range of content from our course materials on communication. Ensure to articulate your arguments clearly and provide support for your claims, using and applying relevant concepts.

Audubon Advisors is a volunteer student organization that uses business skills they’ve learned in their MBA program to advise local charity groups about business decisions. One charity group is planning to make and sell cutting boards at a major cooking show. The boards cost $6 each to make and will sell for $20 each. The boards will be made by volunteers at the show and all materials not used can be returned. That is, the group will make only the number of boards it can actually sell. The cooking show allows three options for groups selling at the show:

A. Pay a fixed booth fee of $5,600

B. Pay a fee of $3,800 plus 10% of all revenue from the boards sold at the show

C. Pay 25% of all revenues from boards sold at the show.

1. Compute the CM per board under each of the three options.

2. Compute the breakeven point in number of boards for each of the three options.

3. Which payment plan has the lowest risk of loss for the charity group? Why?

4. Which payment plan has the highest profit potential assuming that there is very high demand for the boards? Why?

Use Excel to answer. A college admission officer for an MBA program determines that historically candidates have undergraduate grade averages that are normally distributed with standard deviation of .45. A random sample of 25 applications from the current year yields a sample mean grade point average of 2.90.

1. Find a 95% confidence interval for the population mean, μ. (Round the boundaries to 2 decimal places.)

2. Based on the same sample results, a statistician computes a confidence interval for the population mean as 2.81< μ < 2.99. Find the α for this interval and the probability content (1- α) as well. (Round to 4 digits.) (Note: the correct α is a higher number than traditional α used; so don’t worry if your number “looks” wrong!)

Hint: first calculate α/2 using either the lower bound (2.81) or upper bound (2.99); then calculate α. Finally, calculate the probability content of the interval, which is (1- α). And make sure you use the standard error, not the standard deviation, to calculate α/2.