Answer:
24000
Explanation:
$33000 + $182000 - $191000 = 24000
Answer:
Employee Resources Management (ERM)
Explanation:
Employee Resources Management (ERM), modules makes use of Customer Relationship Management tools to attend to matters relating to employees' such as employee retention and performance..
Answer:
The answer is A) to impart information and knowledge, Students learn on the job. They are given simple arrangements to complete at first and get more difficult assignments as they master the earlier ones. Develop analytical and problem-solving skills.
Explanation:
To Impart knowledge to a student which can effect a change in behavior, the introduction of a new information has to be reinforced with practice.
The best description that captures the process that imparts knowledge is when a students
Learns on the Job:
- with simple arrangements to complete initially
- additional complex and more difficult tasks
- developing analytical and problem solving skills
Answer:
a. The probability that a worker will learn the skill successfully is 0.8375
b.The probability that Method A was used is 0.716
Explanation:
a. In order to calculate the probability that a worker will learn the skill successfully we would have to use the followinf formula:
probability that a worker will learn the skill successfully= 0.75*0.8 + 0.25*0.95
probability that a worker will learn the skill successfully=0.8375
The probability that a worker will learn the skill successfully is 0.8375
b. In order to calculate the probability that Method A was used we would have to use the following formula:
The probability that Method A was used= (0.75*0.8)/0.8375
The probability that Method A was used=0.716
The probability that Method A was used is 0.716
Answer:
8%
Explanation:
Calculation to determine the stated annual rate of interest on the bonds
First step is to calculate Semi annual coupon rate
Semi annual coupon rate= 400 ÷ $10,000
Semi annual coupon rate= 4%
Now let determine the Annual rate of interest
Annual rate of interest= 4% × 2 (Semiannually)
Annual rate of interest= 8%
Therefore the stated annual rate of interest on the bonds is 8%