Answer:
50
Explanation:
Calculation to determine How many Number of Salespeople does Wally need to adequately sell waterslides
Using this formula
Number of Salespeople=(Number of customers*Calls necessary*Hours per call)/Average selling time available per year
Let plug in the formula
Number of Salespeople= (6000* 5 * 1.5 hours per call) / 900 hours
Number of Salespeople= 45,000 / 900
Number of Salespeople=50
Therefore Number of Salespeople that Wally need to adequately sell waterslides is ,50
Answer:
Swen is using product/service repositioning strategy.
Explanation:
Product Repositioning simply refers to the art of altering the target markets perception of one's product and or services.
Swen is still in the clothing business. He has only changed the way he delivers it to the target consumers.
Of course, this sometimes calls for a change in product mix (which refers to altering the type of products being offered). However, the central idea of the strategy still holds as customers now see the business differently.
This type of strategy is easier to pull off for start-ups, or unpopular businesses trying to make a comeback. Where the business is a well-established brand, it can prove extremely difficult and may be costly.
Cheers.
Answer: The answer is b -an increase in income will cause the demand curve of an inferior good to shift to the left.
Explanation: An inferior good is a good whose demand reduces as income increases. It's demand has an inverse or negative relationship with income. Therefore as the income of the individual increases, the demand for an inferior good reduces. On a graph, the reduction in demand is depicted by an inward shift of the demand curve or a shift of the demand curve to the left to show a reduction in demand. Income is one of the factors that leads to a shift in the demand curve. The income elasticity would be negative
43 colleges offer avionics
- The expected return = = 12.84 %.
-
The standard deviation = 22.8 %.
<u>Explanation</u>:
On the client's portfolio (total investment = 120 K + 80 K = 200 K,
= (12.4 %risk premium + 5.4 %risk free return)
(120 K / 200 K) + 5.4 %
(80 K / 200 K)
= 17.8 %
0.6 + 5.4 %
0.4
= 12.84 %.
-
The standard deviation would be = 38 %
0.6 + 0%
0.4
= 22.8 %.