Answer:
B. First-line managers use mainly technical and human relations skills, while top managers devote most of their time to activities involving human relations and conceptual skills.
Explanation:
First-line managers are a group of managers that are tasked to oversee the company's daily operation. This require them to directly communicate with the employees. This is why, they use mainly technical and human relations skills.
Top managers on the other hand, are tasked to oversee the company's long term interest. They are the one that is involved in<u> creating strategic planning</u> that will drive the company to reach its end goal. This is why they rely most of their time on conceptual skills. That being said, top managers also need human relation skills to form network with other people who had high influence in the industry.
Answer:
Introduction
The body of the letter is usually divided into the three paragraphs (one is the introduction, then supporting details, then conclusion of topic).
The correct option is A
<u>Explanation:</u>
Under the accrual basis of an accounting system, an expense has to be booked in the period in which it is incurred whether such an expense has been paid or not.
<u>The following Journal Entry will be passed in the books of accounts of a company:
</u>
Wages account will be debited with an amount of 5000 and Wages Payable account will be credited with an amount of 50000
Thus, the correct answer will be option A from the given options.
Answer:
You should pay a stock price of $33.33
Explanation:
We can use the formula below to calculate the price per share that you would be willing to pay;
RRR=(EDP/SP)+EDGR
where;
RRR-required rate of return
EDP-expected dividend payments
SP-share price
EDGR-expected dividend growth rate
This can also be written as;
Required rate of return=(Expected dividend payments/share price)+expected dividend growth rate
In our case;
RRR=12%=12/100=0.12
EDP=$2
SP=unknown
EDGR=6%=6/100=0.06
replacing;
0.12=(2/SP)+(0.06)
0.12-0.06=(2/SP)
0.06=(2/SP)
0.06 SP=2
SP=2/0.06
SP=33.33
You should pay a stock price of $33.33
Answer:
$0.10
Explanation:
Calculation for the amount that Rebecca should spend on a PPC advertisement for her website
Using this formula
Amount to be spend=Cost /Numbers e-commerce site visits
Let plug in the formula
Amount to be spend=$300/3,000
Amount to be spend=$0.10
Therefore the amount that Rebecca should spend on a PPC advertisement for her website will be $0.10
