Answer:
Deadweight loss is $5000
Explanation:
Calculation to determine what deadweight loss is
First step is to calculate the Change in quantity
Change in quantity =2500-2000
Change in quantity=500 unit
Now let determine the Deadweight loss
Using this formula
Deadweight loss =0.5* Change in quantity *(Willingness to pay at the price ceiling -Price ceiling)
Let plug in the formula
Deadweight loss =0.5*500*(50-30)
Deadweight loss=250*20
Deadweight loss =5000
Therefore the deadweight loss is $5000
The answer is Cash Price Minus Down Payment
For Example if you want to Borrow $ 10,000 for Loan, and for that you have to pay for a $500 Down Payment.
The amount financed is 10,000 - 500 = $ 9,500
Answer:
Direct Material Quantity Variance = $10200 Fav
Explanation:
given data
Units produced = 5600
Direct materials purchased and used (7800 lbs.) = $70,200
Budgeted production = 5300 units
Direct materials 2.0 lbs/unit = $3/lb
to find out
direct materials quantity variance
solution
we get here Direct Material Quantity Variance that is express as
Direct Material Quantity Variance = (Standard Quantity - Actual Quantity) × Standard Rate ......................1
so put here value we get
Direct Material Quantity Variance = ( 5600 × 2.0 - 7800 ) × 3
Direct Material Quantity Variance = (11200 - 7800 ) × 3
Direct Material Quantity Variance = $10200 Fav
Answer:
In this case the consumer needs to buy one unit of X good and 2 units of Y goods to maximize total utility.
Explanation:
In order to maximize total unity, the consumer needs to buy buy one unit of X good and 2 units of Y. This combination of goods will give the total satisfaction to the consumer with its available resources.
Utility is a meaning, which is used in economics. Which is used for satisfaction and fulfillment. That a consumer receives from the consumption of a particular product or service.
Total utility is the overall or total satisfaction a customer receives through taking a specific good or service.
Answer:
$63.27
Explanation:
Calculation of how much should you pay on the stock today
First step
The Price of stock 19 years from now will be:.
20/0.075
= 266.67
Second step
The Price of stock today will be :
The price of stock from 19 years from now which is:
250 / (1.075)^19
=250/3.951489
=$63.27
Therefore how much should you pay on the stock today will be $63.27