Answer:
Excellent verbal, written, improvisational, and interviewing skills are imperative. Add to those qualities persistence and objectivity, physical stamina, being a team player, projecting a professional image, and having a knowledge of social media. News anchors also need to be able to think on their feet.
Answer: The complete table is as follows:
Explanation:
The following are the formulas for calculating marginal product , total revenue and marginal revenue product:
Marginal product = 
Total revenue = Price × Quantity
Marginal revenue Product = Marginal product × Price
By using these formulas, I have completed the following table:
Answer:
videoconferencing
Explanation:
The new era of globalisation has paved the way for the new technology. Video conferencing, in the business sector, has gained a lot of popularity because it has given an opportunity for people to interact and participate interactively. It provides a high degree of channel richness, perfect quality. Video conferencing helps people to interact and communicate despite the long distance.
Answer:
Explanation:
Given that:
weekly demand = 72 units
no of weeks in 1 year = 48
Then; total demand = 72 × 48 = 3456 units
No of orders = 
= 
∴
The periodic review (P) = 
= 

= 0.041956 year
≅ 2 weeks
Z score based on 88 percent service level = NORMSINV(0.88) = 1.18
Here;
Lead time = 3 wks
P = 2 weeks
Thus protection interval = ( 3+2) weeks
= 5 weeks
Safety stock = z-score × std dev. of demand at (P+L) days
std dev =
= 2.236 × 18
std dev = 40.248 units
Safety stock = 1.18 × 40.248
safety stock = 47.49 units
Safety stock ≅ 48 units
Average demand during(P + L) = 5 × 72 units
= 360 units
Target inventory level = average demand + safety stock
= 360 units + 48 units
= 408 units
Answer: Optimization of resource allocation
Explanation: Macroeconomics, in simple words, refers to the study of economy as whole. It focuses on factors, the impact of which is high on economy such as interest rates and national productivity.
One of many concerns that macroeconomics deals with is optimization of resource allocation, which means using resources in that sector which gives the best results and maximum profit to the economy.