Answer:
28.new technology
29.putting competitor's out of business.
30.supply goods and services in the product market
31.quantity demands decreases
32.toothpaste is a normal good.
34.a leftward shift of the demand curve.
Answer:
Following are the solution to these question:
Explanation:
In point a:
The population feels wealthier and seems to be socially secure. This will boost consumption, moving AD to the correct. There is a difference in deflation. Govt must adopt a discretionary monetary policy to fight deflation, that will change AD left.
In point b:
Expenditure has been decreased to increasing jobs or costs. Disinflationary distance exists. To improve DA (shift rectors) and restore full job production, Govt must pursue the expansionary monetary policy.
In point c:
It will once again raise NPA because part A contributes to even more competition with higher public expenditure. The deflation divide is that there is. That alternative is an expansionary tax reform to move to the left.
In point d:
The rise in interest rates declines expenditure and, as part B, reduces AD. The deflationary difference remains. Government must use expansionary monetary policy to fight it, moving AD to a correct.
Answer:
A, B & D
Resist humor and sarcasm.
Be concise
Care about tone.
Explanation:
E-mail tips to give a new intern should be to resist humor and sarcasm, be concise and care about the tone of the email.
Answer:
$358,000
Explanation:
Calculation to determine how much cash should Sioux expect to collect during the month of April
April sales collected in April ($370,000 × 60%) $222,000
March sales collected in April ($340,000 × 40%) $136,000
Total cash collections in April $358,000
($222,000+$136,000)
Therefore the amount of cash that Sioux should expect to collect during the month of April is $358,000
Answer:
a. 17.5
b. 12
Explanation:
Given that
Marginal cost = $100
The computation of optimal contract length is given below :-
Marginal benefit = Marginal cost (length
)
a. $100 = 30 + 4L
L = 70 ÷ 4
= 17.5
b) 100 = 40 + 5L
L = 60 ÷ 5
= 12
Therefore, for calculating the optimal contract length simply we calculate both the equations equals with marginal benefit to the marginal cost (length)
