Answer:
Explanation:
U(C, L) = (C – 100) × (L – 40)
(a) C = (w - t)[110 - L] + 320
C = 10[110 - L] + 320
C + 10L = 1420
where,
C- consumption
w - wages
t - taxes
L - Leisure
(b) Given that,
L = 100 then,
C = 420



= 5.33
(c) L = 110
C = 320
Reservation wage:


= 3.14
(d) At optimal level,

C - 100 = 10L - 400
C - 10L = -300
C = 10L - 300
Using budget constraint:
C + 10L = 1420
10L - 300 + 10L = 1420
20L = 1720
L* = 86 and C* = 560
Answer:
Following are the solution to this question:
Explanation:
In all the given choices some of the data is missing so, its correct entry can be defined as follows
Cash account $7,840
Sales discount $160
To Accounts receivable $8,000
Trello!
it should be TRUE!
have a nice day :D
:>
Alice is willing to spend $30 on a pair of jeans, and has a coupon for $10 off she found online. She selects and purchases a $35 pair of jeans, pre-discount.
(Alice's consumer surplus, $5)
<span>Jeff finds some steaks for $16 for which he would have been willing to pay $20. The butcher notices the meat is near the expiration date and gives him an extra 75% off. </span>
(Jeff's consumer surplus, $16)
<span>Nicole has in her possession a hockey puck from the 2010 Winter Olympic Games and sells it on eBay. She will only sell the puck if the winning bid is greater than or equal to $500. After bidding closes, the last bid stands at $500. </span>
(Nicole's producer surplus, $0)
<span>Claire is trying to sell her used calculus textbook online. She asks for $150 or best offer and is willing to sell for anything over $100. She is able to sell it for $125. </span>
(Claire's producer surplus, $25)
<span>Roy is willing to pay $2.50 for a sports drink. He notices the price is $2.79 and chooses not to purchase a sports drink. (Roy's consumer surplus, $0)</span>
Answer:
Variable cost per unit= $7.2 per unit
Explanation:
Giving the following information:
Month Total Maintenance Costs Total Machine Hours
January: $2,590 - 330
February: $2,890 - 380
March: $3,490 - 530
April: $4,390 - 660
May: $3,090 - 530
June: $5,470 - 730
To calculate the variable cost under the high-low method, we need to use the following formula:
Variable cost per unit= (Highest activity cost - Lowest activity cost)/ (Highest activity units - Lowest activity units)
Variable cost per unit= (5,470 - 2,590) / (730 - 330)
Variable cost per unit= $7.2 per unit