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babymother [125]
3 years ago
15

Suppose that a worker in Caninia can produce either 2 blankets or 8 meals per day, and a worker in Felinia can produce either 5

blankets or 1 meal per day. Each nation has 10 workers. For many years, the two countries traded, each completely specializing according to their respective comparative advantages. Now war has broken out between them and all trade has stopped. Without trade, Caninia produces and consumes 10 blankets and 40 meals per day and Felinia produces and consumes 25 blankets and 5 meals per day. The war has caused the combined daily output of the two countries to decline by:
Business
1 answer:
emmasim [6.3K]3 years ago
5 0

Answer:

15 blankets; 35 meals

Explanation:

First, we compute Opportunity Cost (OC).

In Caninia,

OC of blanket = 8/2 = 4 meals

OC of meals = 2/8 = 0.25 blanket

In Felinia,

OC of blanket = 1/5 = 0.2 meals

OC of meals = 5/1 = 5 blanket

Since Felinia can produce blankets at lower OC (0.2 < 4), so

Felinia has comparative advantage and specializing in blankets.

Total blankets produced with trade = 5 x 10

                                                           = 50

Since Caninia can produce meals at lower OC (0.25 < 5), so

Caninia has comparative advantage and specializing in meals.

Total meals produced with trade = 8 x 10

                                                       = 80

After trade,

Total blankets produced = 10 + 25

                                         = 35

Decrease in blanket output = 50 - 35

                                              = 15

Total meals produced = 40 + 5

                                     = 45

Decrease in meals output = 80 - 45

                                            = 35

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The following information is available to reconcile Branch Company’s book balance of cash with its bank statement cash balance a
Rasek [7]

Answer:

<u>Bank Reconciliation Statement as of July 31, 2017</u>

Balance at Bank as per cash book (up to date)     $35,480

Add Unpresented Cheques :            

No. 3031                                                                      $1,570

No. 3065                                                                        $561

No. 3069                                                                     $2,338

Less Lodgements not yet credited                          ($10,132)

Balance as per Bank Statement                               $29,817

Explanation:

Step 1 Bring the Cash Book (Bank Balance ) up to date

Debit :

Balance as at July 31                                             $25,699

Note Payable                                                           $9,000

Evan Shaw                                                                   $805

Totals                                                                      $35,504

Credit:

Check No. 3056 Understated                                     $10

Bank service charge                                                     $14

Balance (Up to date)                                             $35,480

Totals                                                                      $35,504

Step 2 Prepare a  bank reconciliation for this company

<u>Bank Reconciliation Statement as of July 31, 2017</u>

Balance at Bank as per cash book (up to date)     $35,480

Add Unpresented Cheques :            

No. 3031                                                                      $1,570

No. 3065                                                                        $561

No. 3069                                                                     $2,338

Less Lodgements not yet credited                          ($10,132)

Balance as per Bank Statement                               $29,817

4 0
4 years ago
AB Builders, Inc., has 22-year bonds outstanding with a par value of $2,000 and a quoted price of 106.657. The bonds pay interes
Aloiza [94]

Answer:

7.32%

Explanation:

<em>The price of a bond is the present of its interest payment and the present value of redemption value (RV</em>

Present value of the Redemption Value (RV) =

FV× (1+r/2)^(-2×n)

FV- 2000, r- yield rate, r/2= 6.74%/2 = 3.37%, n-22

=2000× (1.0337)^(-2×22)

= 465.233

Present Value of the coupon payment =Price of bond - PV of RV

                          = (106.657% × 2000) - 465.233

                         =    $1667.90

PV of coupon payment= A × (1-(1+r)^(-2×n)

A- semiannual coupon payment, r -yield

   1667.90 = A × (1-(1.0337)^(-2*22))/0.0337

    1,667.90   = A × 22.7710

A = 1,667.90/22.7710

A= 73.246

Annual coupon payment = 2× 73.246=  146.493

Annual coupon rate = coupon payment/ face value

                                = (146.493/2,000 )× 100

                                = 7.32%

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