Answer:
The productivity increase by 48.83%
Explanation:
old
60 units for 5 workers
5 x $12 = 60
material $16 x 60 = 960
overhead: 60 x 1.6 = 96
total revenue 60 x 31 = 1,860
total cosT: 60 + 960 + 96 = 1,116
productivity index_ 1,860 / 1,116 = 1,667
<em><u>now:</u></em>
output 60 + 25% = 75 units
6 workers x $12 = $72
materials $10 x 75 units = $750
overhead: $72 x 1.6 = $115.2
total revneue 75 units x $31 = 2,325
total cost: 75 + 750 + 115.2 = 940.2
productivity index_ 2,325 / 940.2 = 2,4728
percentage of improvement: ( it is calculate like a return on investment)
(2.4728 - 1.667) / 1.667 = 0.4883 = 48.83%
In the given case, when if country b has a domestic quantity demand of 55 calculators and a domestic supply of 60 calculators country b is likely to import 5 calculators.
<h3>What are import and export?</h3>
Exports are items that are sent to be sold in other nations, whereas imports are things that are bought from other nations owing to a lack of resources or lack of understanding of how they were made.
In the given case, if country a has a domestic quantity demanded of 55 calculators and a domestic supply of 60 calculators, they have the remaining 5 calculators which they are most likely to import after fulfilling domestic needs.
Learn more about import and export, here:
brainly.com/question/26428996
#SPJ1
Answer:
29,143
Explanation:
Profit target = 25% on sales
Fixed cost = $51,000
Variable cost = $9.50 per unit
Sales price per unit = $15
To achieve profit target, let the number of units sold be y
Total sales = 15y
Total variable cost = 9.5y
Profit = 0.25 × 15y
= 3.75y
Sales - Cost = profit
15y - (51000 + 9.5y) = 3.75y
15y - 9.5y - 3.75y = 51000
1.75y = 51000
y = 51000/1.75
y = 29143
29,143 bears must be sold to meet the profit goal.
Answer:
The person with Absolute advantage is the one that produces more of a good than the other.
<em><u>Dina </u></em><em>has an absolute advantage in the production of alfalfa, and </em><em><u>Charles</u></em><em> has an absolute advantage in the production of barley. </em>
The person with Comparative Advantage is the person who produces something at a lower opportunity cost.
Charles Opportunity Costs
Producing Alfalfa gives 12 bushels per acre instead of 6 bushels for Barley.
Producing 1 Alfalfa means 6/12 = 0.5 bushels Barley is given up
Producing 1 bushel of Barley means 12/6 = 2 bushels Alfalfa is given up.
Dina Opportunity Costs
Producing Alfalfa gives 15 bushels per acre instead of 5 bushels for Barley.
Producing 1 Alfalfa means 5/15 = 0.33 bushels of Barley is given up
Producing 1 bushel of Barley means 15/5 = 3 bushels of Alfalfa is given up.
<em>Charles's opportunity cost of producing 1 bushel of barley is </em><em><u>2</u></em><em> bushels of alfalfa, whereas Dina's opportunity cost of producing 1 bushel of barley is </em><em><u>3</u></em><em> bushels of alfalfa. Because Charles has </em><em><u>lower</u></em><em> a opportunity cost of producing barley than Dina, </em><em><u>Charlie</u></em><em> has a comparative advantage in the production of barley, and </em><em><u>Dina</u></em><em> has a comparative advantage in the production of alfalfa.</em>
Answer:
$433,900
Explanation:
The computation of the capitalized cost of the land is shown below:-
Capitalized cost of the land = Purchase price + Demolition of building + Title insurance + Attorney fee + Property taxes covered during the period - Scrap value from the building
= $420,000 + $12,000 + $900 + ($3,000 - $500) - $1,500
= $420,000 + $12,000 + $900 + $2,500 - $1,500
= $435,400 - $1,500
= $433,900