Important meetings between a portfolio manager and his or her team of analysts take place in what is sometimes called "the war room" because that is where business strategies are discussed and formulated.
<h3>What is Business Strategy?</h3>
This refers to the set plans and actions that a business takes in order to get ahead of its competition and maximize profit.
With this in mind, the strategy room is called a war room because business is effectively war, especially in a capitalist system and the portfolio manager meets with his team of analysts in order to discuss business strategies.
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Answer:
The appropriate response is Option D (Job sharing).
Explanation:
- Only by seeking less time can Janice as well as Shunil partake throughout the sharing of jobs, which further enables conventional forty-hour-a-week employment to have been shared between multiple individuals.
- The remaining structural solutions were indeed obligations still forty hours each week.
Additional options are not connected with the situation. Thus the answer above is correct.
Answer:
Earnings per share
= <u>Net income - Preferred dividend</u>
No of common stocks outstanding
= <u>$140,000 - $40,000</u>
300,000 shares
= $0.33 per share
Price-earnings ratio
= Market price per share
Earnings per share
= <u>$6.00</u>
$0.33
= 18
Explanation:
There is need to calculate earnings per share, which is net income minus preferred dividend divided by number of common stocks outstanding at the end of the year. Finally, we will calculate price-earnings ratio, which is the ratio of market price per share to earnings per share.
Answer:
a.
EOQ = 2,944 units
b.
Setup cost = Numbers of Order x Ordering cost = $8.83
Holding Cost = $8.83
Explanation:
a.
Economic order quantity is the quantity at which business incur minimum cost. This is the level of order where the holding cost equals to the ordering cost of the business.
As per given data
Annual Demand = 50 per week x 52 weeks in a year = 2,600 bolts
Ordering cost = $10
Carrying cost = $0.03 x 20% = $0.006
EOQ = 
EOQ = 
EOQ = 2,943.92 = 2,944 units
b.
Setup cost = Numbers of Order x Ordering cost = (2,600 / 2,944) x $10 = $8.83
Holding Cost = (2,944 / 2) x $0.006 = $8.83
