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cupoosta [38]
3 years ago
12

Marianna has been returning from her lunch break 30 minutes late for the past 2 weeks. When her manager confronts her about it,

she points out that everyone, including her manager, takes long lunches and makes up the half hour later in the day. The discipline of Marianna appears to violate which Just Cause test?
a. Upon investigation, was there substantial evidence or proof that the employee was guilty as charged?
b. Was the degree of discipline administered by the company in a particular case reasonably related to the seriousness of the employee's proven offense and the record of the employee's service with the company?
c. Did the company give the employee forewarning or foreknowledge of the possible or probable disciplinary consequences of the employee's conduct?
d. Has the company applied its rules, orders, and penalties evenhandedly and without discrimination to all employees?
Business
1 answer:
Arisa [49]3 years ago
7 0

Answer:

d. Has the company applied its rules, orders, and penalties evenhandedly and without discrimination to all employees?

Explanation:

The seven tests for Just Cause are the following:

  1. Adequate warning
  2. Reasonableness
  3. Completeness of investigation
  4. Objectivity of investigation
  5. Proof of infraction
  6. Uniformity of the rules application (option D refers to this specific Just Cause test)
  7. Reasonableness of discipline.

The Just Cause tests are used to determine if any disciplinary or termination action was fair, and not just because the employer or supervisor wants to.

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3 years ago
In the United States, all financial institutions are required to conduct business at a physical location only.
worty [1.4K]

Answer:

B-False

Explanation:

Because some companies do business online.

4 0
3 years ago
Among those not working, the most recent job-search activity for 2.90 million happened less than two weeks ago, while 1.72 milli
Firdavs [7]

Answer:

A. 24.05

B. 4.62

C. 66.99%

D. 19.21%

Explanation:

A). Calculation to determine the Laborland's total labor force

Using this formula

Total Labor Force = Employed + Unemployed

Let plug in the formula

Total Labor Force = (4.9+ 14.53) + (2.9 + 1.72)

Total Labor Force = 19.43 + 4.62

Total Labor Force = 24.05

Therefore the Laborland's total labor force is 24.05

(B). Calculation to determine the Laborland's labor force participation rate

Unemployed = 2.90 + 1.72

Unemployed = 4.62

Therefore the Laborland's labor force participation rate is 4.62

(C). Calculation to determine How many people are unemployed in Laborland

Using this formula

Labor force participation rate = Labor force / Total working age population

Let plug in the formula

Labor force participation rate= $24.05 / 35.9

Labor force participation rate= 66.99%

Therefore How many people are unemployed in Laborland will be 66.99%

(D). Calculation to determine Laborland's unemployment rate

Using this formula

Unemployment Rate = Unemployed / Labor force

Let plug in the formula

Unemployment Rate = 4.62 / 24.05

Unemployment Rate= 0.1921 * 100

Unemployment Rate= 19.21%

Therefore Laborland's unemployment rate is 19.21%

4 0
3 years ago
when banker expects a rise in interest rates in the fututre then the best strategy for the present is
oksano4ka [1.4K]

Answer:

Increase duration of the bank assets

Explanation:

Because When the duration of assets is longer than the duration of liabilities, this allows for a the duration gap is positive. And so even if interest rates rise, assets will lose more value than liabilities, hence reducing the value of the firm's equity.

7 0
3 years ago
Assuming P≥0, suppose that a population develops according to the logistic equation ????P/????????=0.07P−0.00014P2 where ???? is
Natasha2012 [34]

Answer:

A complete description of the problem and solutions to each point are given below.

Explanation:

The Logistic Growth model of a population is defined as follows:

                                   dP/dt = kP (1 - P/M) (1)

Where:

dP/dt is the population growth rate.

k is the maximal individual growth rate for a given population

P is the number of individual in the population

M= carrying capacity of the population.

In the problem this first order derivative ecuation is given by

                               dP/dt= 0,07P - 0,00014P² (2)

So, we can factorize ecuation (1) and compare it with (2) to find the carryng capacity and k value (questions 1 and 2).

                                        kP (1 - P/M) = 0,07P - 0,00014P²

                                        kP - (k/M)P² = 0,07P - 0,00014P²

Here kP = 0,07P ⇒ k = 0,07 (answer to question 2)

Then, (k/M)P² = 0,00014P²⇒ (k/M) = 0,00014 and given that k= 0,07

⇒ 0,07/M = 0,00014 ⇒ M = 0,07/0,00014 ⇒ M=500 (answer to question 1)

Finally to find for which values of P is the population increasing/decreasing, we have to find the values at which dP/dt is zero. Analyzing the equation as a quadratic function (applying Baskara´s equation) we find that the values at which dP/dt is zero are P= 0 and P = -1.

x = [-0,07 ± √(0,07²)]/ 0,14 ⇒ x=  [-0,07 ± 0,07)]/ 0,14 ⇒ x = 0 and x= -1.

Then the vertex here is P = -0,5.

Now we can state that for P greater than - 0,5 the population is decreasimg (question 4), while for values from -∞ to - 0,5 the population is increasing (question 3).

Summarizing, given the first order derivative, the carrying capacity of the population is 500, the value of k is 0,07, the values of P for which dP/dt is positive (incresing population) are those comprised in the range (-∞, -0,5) and those for which the population is decreasing are (-0,5,∞).

3 0
3 years ago
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