Answer:
The survival principle states that
A. the only firms that survive are those that maximize profits.
Explanation:
Profit maximization is important for a firm to survive. Without profit maximization, firms fail. Profits impact share price, business growth, and short-term and long-term survival. Profits reduce debt burden, and increase capital investments and acquisitions. Without profits, a firm cannot pay dividends or repurchase shares. Profit is at the center of a firm's survival. Even Baumol's theory of sales maximization states that it is only when an acceptable level of profit has been achieved that a firm can shift its focus away from profits to revenue maximization. This emphasizes the importance of profit maximization. Profit maximization also contributes to the maximization of cash flows.
Answer:
d. Word of mouth
Explanation:
In the given instance it is very clear that there is an announcement in the seminar. This clearly represents the word of mouth. As there is no job posting officially on the web site or newspaper. Also there is no recommendation from any supervisor that there is any need to get a person recruited and this is the person.
In fact there is a straight announcement to ensure the recruitment vacancy. This is the basic conclusion from such scenario and this will be termed as Word of mouth.
Answer:
Slope of Line = 0.50
Explanation:
Data provided as per the requirement of computing the slope of line is shown below:-
Expected rate of return = 16%
Treasury bill rate of return = 6%
Standard deviation = 20%
The calculation of slope of line is shown below:-
Expected rate of return = Treasury bill rate of return + Standard deviation × Slope of line
16% = 6% + 20% × Slope of Line
Slope of Line = (16% - 6%) ÷ 20
= 0.50
Therefore for computing the slope of line we simply applied the above formula.
Answer:
2170U
See the explaination for the details of the answer.
Explanation:
Revenue variance= Actual quantity shipped × (standard price per unit - actual price per unit)
Or
AQ×SP - AQ×AP
= (5050×39.60) - 197810
= 199980 - 197810
= 2170 Unfavourable
An Unfavourable revenue variance because the actual revenue is less than what is anticipated.