Answer:
c is the correct represent the equilibrium price if I am not wrong
Explanation:
<em>sry </em><em>if </em><em>I </em><em>a</em><em>m</em><em> </em><em>wrong</em>
Answer:
Explanation:
From the question, we are informed that before the tax, 25 million wine bottles were sold at price of $6 per bottle and that after the tax, 20 million bottles of wine are sold every month and the consumers pay $8 per bottle which include the tax and producers receive $5 per bottle.
The amount of tax on wine will be the difference between the price consumers pay after the tax and the price producers receive. This will be:
= $8 - $5
= $3 per bottle
The tax burden that falls on the consumers will be difference between price paid after tax and the price which is paid before the tax.
= $8 - $6
= $2 per bottle
The tax burden on the producers will be difference between price received before the tax and price received after the tax.
= $6 - $5
= $1 per bottle
Answer:
Net income= $11,412.2
Explanation:
Giving the following information:
sales of $46,382
interest expense of $3,854
cost of goods sold of $16,659
selling and administrative expense of $11,766
depreciation of $6,415
t=0.35
We need to use the following formula:
Net income= (sales - COGS - selling and administrative expense - interest expense - depreciation) - tax + depreciation
First, we deduct Depreciation to decrease the tax base, but because it is not an actual payment, we have to sum it after tax.
Sales= 46,382
COGS= (16,659)
Gross profit= 29,723
Selling and administrative expense= (11,766)
Interest=(3,854)
Depreciation= (6,415)
EBT= 7,688
Tax= (7,688*0.35)= (2,690.8)
Depreciation= 6,415
Net income= $11,412.2
The correct answer should be D. Mediagenic
It means that he is very loved by the media. It is like photogenic, except for the media.
Answer:
B) plan 1 : worker earning y = x - 0.14 , unit labor = 
plan 2 : worker earning y = 0.5x + 0.5, unit labor = (0.5x + 0.5) / x
C) At 128%
D ) plan D IS PREFERABLE
Explanation:
In the first case Benefits are split : 30% to worker , 70% to company ( up to 120% ) performance
In the second case benefits 50% go to the worker and 50% go the company
B) The equations for worker earnings and normalized unit labor costs for each scheme
Plan 1 :
y ( percentage earning of worker ) = 1
unit labor cost = Y / 1
y = 0 - 30
unit labor = 0.3 / x
y = x - 0.14 therefore unit labor = 
plan 2 :
y ( percentage earning of worker ) = 1, y = 0.5x + 0.5
unit labor cost : Y / 1 = (0.5x + 0.5) / x
C ) The point at which the two plans break even
0.5x + 0.5 = x - 0.14
0.5 + 0.14 = x - 0.5x
0.64 = x(1 - 0.5 )
x = 0.64 / 0.5 = 1.28 = 128%
D) The company would prefer plan 1