I believe that it is true, here's an example of such a chart.
Answer:
a) 10
Explanation:
Calculation to determine Approximately how many salespeople does Splash World need to service 1000 accounts
First step is to determine the selling time
Using this formula
Selling time=Number of customers *Sales calls per year*Hours per sales call
Let plug in the formula
Selling time=1000 * 5 *2 hours
Selling time= 10,000 hours
Second step is to determine the number of hours they used to sell
Hours to sell= (40 hours per wweek* 50 weeks)*1/2
Hours to sell = 2000 hours per year*1/2
Hours to sell= 1000 hours per year.
Now let determine how many salespeople does Splash World need to service 1000 accounts
Number of salespeople=10,000 hours /1000 hours per year
Number of salespeople=10
Therefore Approximately how many salespeople does Splash World need to service 1000 accounts will be 10 salespeople
<span>The private plots were more productive
In collective farms, the land and the operations are mostly owned by the states.
This situation created lack of competition, which demotivates the farm's operators to increase the quality of the farms.
This will lead to private plots gaining more incentives to create a better output from their farms.</span>
Answer:
(B) Analysis and design of work
Explanation:
HR functions , to resolve some problems like ,
- Recruiting the Right People for the Right Job profile
- Maintaining a Safe and healthy Environment
- Compensation and Benefits
- Employer-Employee Relations
Along with , listening to the complains and resolving them ,
As in this case , due to lack of clarity of the plan and resolving the conflicts at the work place .
Answer:
Option c) how a consumer might trade off different levels of consumption of each of two goods, while staying at the same utility level.
Explanation:
This is the very definition of an indifference curve. The points in an indifference curve are the combinations of the quantities (level of consumption) of two different goods which will produce the very same utility to the consumer. The consumer will perceive any of those combinations as having the same utility for him.
For example, a usual graph of various indifference curves will look like the graph attached.
In this graph the combination of 2 pairs of shoes and 15 pants will be perceived as having the same utility as the combination of 5 pairs of shoes and 4 pants. Both are combinations in the same indifference curve, the green one, and the utility of any combination lying in that green curve will be rated the same: u = 1.
