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quester [9]
2 years ago
8

Both Mia and Mario specialize in producing the item in which they have a comparative advantage. Then they trade one pasta dish f

or one pizza.
Before specialization and trade​ started, Mia and Mario were each producing 4 4 dishes of pasta and 4 4 pizzas an hour. The total gains from trade are​ ______ dishes of pasta and​ ______ pizzas an hour.

Business
1 answer:
FrozenT [24]2 years ago
4 0

Answer:

The total gains from trade are​ <u>4</u> dishes of pasta and​ <u>4</u> pizzas an hour.

Explanation:

Before specialization, Mia and Mario each produced 4 dishes of pasta and 4 pizzas per hour. After specialization, Mia is able to produce 12 dishes of pasta, and Mario is able to produce 12 pizzas per hour.

After specialization and trade, the total maximum combined output per hour is 12 dishes of pasta and 12 pizzas. Before specialization, the total maximum combined output per hour was 8 dishes of pasta and 8 pizzas. So the net gain of specialization and trade is 4 dishes of pasta and 4 pizzas per hour.

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On December 28, 20Y3, Silverman Enterprises sold $18,500 of merchandise to Beasley Co. with terms 2/10, n/30. The cost of the go
Lina20 [59]

Answer:

A.

Dec. 28, 20Y3

Dr Account receivable - Beasley co. 18,500

Cr Sales 18,500

Dec. 28, 20Y3

Dr Cost of goods sold 11,200

Cr Inventory 11,200

B.

Jan. 3, 20Y4

Dr Sales return and allowance 4,000

Cr Account receivable - Beasley co. 4,000

Jan. 3, 20Y4

Dr Inventory 2,350

Cr Cost of goods sold 2,350

C. Jan. 7, 20Y4

Dr Cash 14,210

Dr Sales discount 290

Cr Account receivable - Beasley co. 14,500

Explanation:

A. Preparation of the Journal to record the December 28, 20Y3 sale, using the net method under a perpetual inventory system

Dec. 28, 20Y3

Dr Account receivable - Beasley co. 18,500

Cr Sales 18,500

Dec. 28, 20Y3

Dr Cost of goods sold 11,200

Cr Inventory 11,200

B. Preparation of the journal entries to record the merchandise returned

Jan. 3, 20Y4

Dr Sales return and allowance 4,000

Cr Account receivable - Beasley co. 4,000

Jan. 3, 20Y4

Dr Inventory 2,350

Cr Cost of goods sold 2,350

C. Preparation of Journal entry to record the receipt of the amount due

Jan. 7, 20Y4

Dr Cash 14,210

[(18,500-4,000)-(18,500-4,000)*2% ]

Dr Sales discount 290

[(18,500-4,000)*2% ]

Cr Account receivable - Beasley co. 14,500

(18,500-4,000)

8 0
2 years ago
According to the website nationalbikeregistry, at the campus of UC Berkeley 12% of registered bicycles are stolen each year. Sup
yaroslaw [1]

Answer:

n = 160

p = 0.12

Explanation:

In a Binomial distribution two parameters are of great interest, n and p.

where n is the number of trials and p is the probability of success and (1 - p) is the probability of failure.

p = 12%

n = 160

Mean = E(X) = μ = n*p = 160*0.12 = 19.2

μ = 19.2

variance = σ² = np(1 - p) = 160*0.12(1 - 0.12) = 16.89

standard deviation = σ = √16.89 = 4.11

σ = 4.11

7 0
1 year ago
Let’s see how fees can hurt your investment strategy. Let’s assume that your mutual fund grows at an average rate of 5% per year
elena-14-01-66 [18.8K]

Answer:

We notice that the more the fees increase for a constant rate of return, the number of years it takes to double on the investment also increases. For example;

a). 15.6 years

b). 20 years

c). 28 years

Explanation:

The rule of 70 is a formula that can be used to estimate the number of years it will take an investment to double up.The formula is expressed as;

Number of years to double=70/Annual rate of return

a). Given;

Annual rate of return per unit of investment=5%

Annual fees per unit of investment=0.5%

Net rate of return=Annual rate of return-Annual fees=(5%-0.5%)=4.5%

Replacing;

Number of years to double=70/Net rate of return

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b). Given;

Annual rate of return per unit of investment=5%

Annual fees per unit of investment=1.5%

Net rate of return=Annual rate of return-Annual fees=(5%-1.5%)=3.5%

Replacing;

Number of years to double=70/Net rate of return

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c). Given

Annual rate of return per unit of investment=5%

Annual fees per unit of investment=2.5%

Net rate of return=Annual rate of return-Annual fees=(5%-2.5%)=2.5%

Replacing;

Number of years to double=70/Net rate of return

=70/2.5=28.0 to nearest tenth=28 years

We notice that the more the fees increase for a constant rate of return, the number of years it takes to double on the investment also increases

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