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Question: Newfoundland University recently signed a contract


Newfoundland University recently signed a contract with the bargaining unit that represents full-time professors. The contract agreement starts on April 1, 2016, the start of the university’s fiscal year.
The following excerpt outlines the portion of the signed agreement that relates to sabbaticals: “Professors may apply for a one-year sabbatical leave after seven continuous years of employment, and must outline how their sabbatical plans will benefit the university.”
After completing the required amount of time, any professor may apply for the leave. The contract notes particular types of activities that the sabbatical is intended to promote, including formal research, continued professional development, and independent study and research. Professors are left to make their own choices for whichever of these activities to pursue while on sabbatical leave. As part of their agreement, they must continue to work for the university one year after their sabbatical or reimburse it for funds they receive while on leave. The agreement states that professors receive 80% of their salary while on sabbatical leave. Professors may delay, or be asked to delay, their application for sabbatical, in which case they will receive 85% of their salary while on leave.
The issue of sabbatical had long been a point of contention with faculty at Newfoundland University, and they fought vehemently for the right to this paid leave, which had not previously been in their collective agreement. The university is phasing in the unfunded sabbatical plan gradually, which means that the first professors will be eligible to apply for their sabbatical in seven years.
The controller has put together the following numbers of professors in each salary group:

Professors with salaries averaging $80,000………………………………………..55
Professors with salaries averaging $90,000………………………………………...40
Professors with salaries averaging $110,000…………………………………….10

The union agreement calls for a wage increase of 2% per year in each of the next seven years. This is consistent with past union agreements for this bargaining unit. Five of the professors with salaries averaging $110,000 are scheduled to retire in four years. The university expects to keep a similar composition of salaried professors in the future. Assume a discount rate of 6%. Newfoundland University applies ASPE.

Instructions:
(a) Prepare any entries that are required at the March 31, 2017 fiscal year end assuming sabbaticals will be granted only if the sabbatical activities proposed by the applicants are expected to benefit the university in some way.
(b) Prepare any entries that are required at the March 31, 2017 fiscal year end assuming sabbaticals will be granted automatically with no restrictions on the professors’ activities during the year.
(c) Five faculty members are granted approval to take sabbatical in the first year that they are eligible under the assumption in part (b). Prepare the entry that will be required when the professors are paid, assuming that an amount of $367,000 has correctly been accrued for these employees.
(d) The contract allows employees of the bargaining unit to take up to 10 days of paid sick leave per year. Explain the accounting implications under the following assumptions:
1. The sick leave is allowed to be carried over for up to a one-year period following year end.
2. Any unused sick time is not eligible to be carried over to the following fiscal period.


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> Calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown in parentheses. a. Bank of Montreal (BMO): 25%, Magna International (MG): 25%, Power (POW): 25%, Rogers Communication (RCL.B): 25% b. BMO: 20%, M

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> Calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown in parentheses. a. Agnico Eagle (AEM): 25%, Bell Canada Enterprises (BCE): 25%, Bank of Montreal (BMO: 25%, Dollarama (DOL): 25% b. AEM: 30%, BCE

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> Refer to Exercise 6.83. Respondents in Greece, Hungary, and Poland were asked whether they approved or disapproved of the way the EU was dealing with the refugee issue. The number of respondents and the percentage opting for disapprove are listed here.

> In June 2016, Britons were heading to the polls to vote in a referendum to decide whether the United Kingdom would leave the European Union. Pew Research Center conducted surveys in European countries to determine opinions about the possible â&#128

> calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown. a. United Health (UNH): 25%, United Technologies (UTX): 25%, Verizon (VZ): 25%, Walmart (WMT): 25% b. UNH: 10%, UTX: 20%, VZ: 30%, WMT: 40% c. U

> calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown. a. Chevron (CVX): 25%, du Pont (DD): 25%, Procter & Gamble (PG): 25%, Travelers (TRV): 25% b. CVX: 50%, DD: 20%, PG: 15%, TRV: 15% c. CVX: 10%,

> calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown. a. Coca Cola (KO): 40%, Pfizer (PFE): 20%, Verizon Communications (VZ): 40% b. KO: 60% PFE: 20%, (VZ): 20% c. KO: 10%, PFE: 30%, VZ: 60% d. Whic

> calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown. a. General Electric (GE): 25%, Johnson & Johnson (JNJ): 25%, McDonald’s (MCD): 25%, Merck (MRK): 25% b. GE: 5%, JNJ: 30%, MCD: 40%, MRK: 25% c.

> calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown. a. Chevron (CVX): 25%, Coca Cola (KO): 25%, Disney (DIS): 25%, Exxon Mobil (XOM): 25% b. CVX: 10%, KO: 20%, DIS: 30%, XOM: 40% c. CVX: 55%, KO:

> calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown. a. 3M (MMM): 25%, Boeing (BA): 25%, Home Depot (HD): 25%, Travelers (TRV): 25% b. MMM: 10%, HD: 50%, IBM: 20%, TRV: 20% c. MMM: 30%, HD: 20%, IB

> calculate the mean and standard deviation of the portfolio. The proportions invested in each stock are shown. a. American Express (AXP): 20%, Goldman Sachs (GS): 30%, JP Morgan Chase (JPM): 50% b. AXP: 20%, GS: 60%, JPM: 20% c. AXP: 50%, GS: 30%, JPM: 20

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> Refer to Exercise 7.73. Compute the expected value and standard deviation of the portfolio composed of 30% stock 1 and 70% stock 2. Data from Exercise 7.73: An investor is given the following information about the returns on two stocks: Stock 1 2 Mea

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> A professor of business statistics is about to begin work on a new research project. Because his time is quite limited, he has developed a PERT/CPM critical path, which consists of the following activities: 1. Conduct a search for relevant research artic

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2.99

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