Answer:
Demand drops to zero
Explanation:
Infinite elasticity of demand is also called perfect elasticity of demand.
In this scenario the demand for a product is attached to it's price.
There is an infinite change in the quantity demanded as a result of change in price.
Graphically it is a horizontal demand curve as represented in the attached
Even a small increase in price will cause demand to fall to zero.
Examples are luxury goods such as high end cars and expensive jewelry.
Answer:
option (d) increases by $1,000
Explanation:
Data provided in the question:
Increase in gross pay = $500
Increase in total employee benefits = $200
Decrease in total job expenses = $300
Now,
The change total employment compensation
= Increase in gross pay + Increase in total employee benefits + Decrease in total job expenses
= $500 + $200 + $300
= $1,000 (Here, the positive value means an increase )
Hence,
The answer is option (d) increases by $1,000
Answer:
Cost of goods manufactured= $228,700
Explanation:
<u>To calculate the cost of goods manufactured, we need to use the following formula:</u>
cost of goods manufactured= beginning WIP + direct materials + direct labor + allocated manufacturing overhead - Ending WIP
cost of goods manufactured= 25,500 + (46,000 + 75,500 - 39,500) + 100,500 + (68,500 - 11,800) - 36,000
cost of goods manufactured= $228,700
We deduct the indirect material from overhead because it is already incorporated into direct materials.
Explanation:
I think it might be 5455$
Answer:
Real income has increased by $720 in terms of dollar and 2% in percentage
Explanation:
<em>The real income is determined by adjusting the nominal income for inflation. The consumer price index (CPI) is used to measure the rate of inflation.</em>
R<em>eal income = Nominal income × CPI Base year/ CPI in current year</em>
Real Income = 32000 × 120/125
=$30,720
Change Real income
Change in real income ($) = 30,720 - 30,000
= $ 720
Change in real income (%) = (720/30,000) × 100
= 2%
Real income has increased by $720 in terms of dollar and 2% in percentage
