Answer:
4.56%
Explanation:
From the given information:
In a c-chart limit
UCL = 
where;
UCL = 24
Then:
z 
2.0
At z = 2.0, the value represents the probability of 95.44% of not making a Type 1 error.
This implies that the probability of making a Type 1 error = 1 - 95.44%
= 4.56%
Answer:
7.31%
Explanation:
Data provided in the question:
Annual dividend paid, D0 = $1.48
Dividend growth rate, g = 2.2% = 0.022
Current stock price per share = $29.60
Now,
Current price of share = D1 ÷ (r - g) .........(1)
Here,
r is the required rate of return
D1 = dividend at year 1 = D0 × (1 + g)
= $1.48 × (1 + 0.022)
= $1.51256
Therefore, from (1) we get
$29.60 = $1.51256 ÷ (r - 0.022)
or
(r - 0.022) = 0.0511
or
r = 0.0511 + 0.022
or
r = 0.0731
or
r = 0.0731 × 100% = 7.31%
Answer: 30.1%
Explanation:
The unemployment rate includes those who do not have employment but are actively looking for employment not those who do not have a job and are not looking.
The rate is also based on the Labor force which is the portion of the population that is <u>able</u> and <u>willing</u> to work. Retirees are not included in this measure. Those who are not looking are not willing.
Labor Force = 50 full-time + 15 part-time + 28 unemployed
= 93 people
Unemployment rate:
= 28 / 93 * 100
= 30.1%
Answer:
True
Explanation:
For Roberta citing family commitments as reason for participating in the mandatory extra hours cannot be justified in court. Although the court may be sympathetic, it is not enough public policy precedent.
The employer has the right to terminate her employment based on this refusal.
No public policy will be violated by the employer.
0.0466 It should be negative 0.0466. Calculation of annual holiday.
A holiday is a day established by custom or law on which normal activities, especially work, including business or school, are suspended or restricted. In general, holidays are for individuals to celebrate or celebrate an event or tradition of cultural or religious significance.
Holidays may be determined by governments, religious organizations or other groups and organizations. The extent to which the normal operation of the holiday is restricted may vary depending on local laws, customs, the type of work performed, or personal choice.
The term holiday is commonly used in connection with religious customs and traditions.
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