Answer:
Consumer surplus increases by $2
Explanation:
The consumer surplus can be defined as the benefit that consumers gain when they pay less for a good that they are willing to pay more for.
a). Determine the final demand as follows;
Price elasticity of demand=% change in price/% change in demand
where;
price elasticity of demand=-1
% change in price={(Final price-initial price)/initial price}×100
Final price=$24
initial price=$25
% change in price=(24-25)/25=(1/25)×100=-4%
% change in demand=x
replacing in the original expression;
-1=-4/x
x=4%
% change in quantity={final quantity-initial quantity/initial quantity}×100
let final quantity=y
4%={(y-100)/100}×100
0.04=(y-100)/100
4=y-100
y=4+100=104
final quantity=104 units
Consumer surplus=(1/2)×change in price×change in quantity
where;
change in price=25-24=1
change in quantity=104-100=4
Consumer surplus=(1/2)×1×4=2
Consumer surplus increases by $2
The given situation is called as “Expectation Management”
<u>Explanation:
</u>
"The management of expectations is one of the most powerful weaponry in psychological warfare. In managing expectations people instinctively disregard other people's thoughts and then use the technique intentionally, considering own ideas as they reveal them to other people."
The manager knows just well the essence of your venture, his point of view is a little different from yours and you have to understand his point of view (or even more) because he wants to comprehend yours.
Therefore, the manager is less involved in the execution and the technical aspects of operation than can the performance and how it works to meet its organizational goals. And that's how you should refer to the manager. Clearly, your ability to provide is limited, depending on how many hours you work every day.
Any requests he makes, create scope, calculate the cost (how fast), and ask him to give priority to other demands. On this basis, you can determine when you can provide what.
Answer:
The carpenter earned an extra $100.
Explanation:
Since this problem deals with a one-year loan with an yearly interest rate, it can be treated as a simple interest problem. For simple interests, the final value (Vf) can be found by multiplying the initial value (Vi) by one plus the interest rate (i) as shown below:
To find how much extra money the carpenter made in the first year, one should subtract the final value of loan from the $2,000 dollars down payment plus the extra $400 he collected for the year
.
Therefore, the carpenter earned an extra $100.
Answer:
E. $40.68
Explanation:
The computation of the stock worth today is shown below:
= (Dividend in year 1 ÷ 1 + required rate of return^number of years ) + (Dividend in year 2 ÷ 1 + required rate of return^number of years) + (Dividend in year 3 ÷ 1 + required rate of return^number of years) + (Dividend in year 3 ÷ 1 + required rate of return^number of years) × (1 + growth rate) ÷ (required rate of return - growth rate)
= $1.2 ÷ 1.14 + $1.5 ÷ 1.14^2 + $2 ÷ 1.14^3 + $2 ÷ 1.14^3 × (1 + 10%) ÷ (14%-10%)
= $40.68
We simply applied the above formula
Answer:
the original were "motoric, intellectual, esthetic, supportive, persuasive, and conforming" but then later changed to "Realistic (Doers), Investigative (Thinkers), Artistic (Creators), Social (Helpers), Enterprising (Persuaders), and Conventional (Organizers)"
Explanation:
Because I am smart^-^
