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irina [24]
2 years ago
5

Refer to Landfall Service. Because the company is known for its ability to produce lawn furniture more efficiently than any othe

r company in the world, the company must have a(n) ____ advantage.
Business
1 answer:
e-lub [12.9K]2 years ago
3 0

The company must have absolute advantage.

Having been in business for a while, Landfall Service is a provider of outdoor furniture. Greater than any other company in the country, it is renowned for its capacity to make furniture quickly. The truth is that no rival businesses exist in any other country. Many of the items offered by Landfall Service have been exported. Actually, sales outside of the United States account for 80% of company income. In order to support domestic businesses, the Italian government has slapped a tax on imported furniture. On the other hand, because the government wanted a piece of the action, the Brazilian government levied taxes on Landfall Service items.

Learn more about Absolute Advantage Here

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Jordan's mobile communications device company is conducting an industry analysis as it considers new strategies for its five-yea
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Each company must see <u>the best option</u> in any case <u>to achieve </u>the goals that have been proposal on the strategic plan .

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You need to borrow money and you are considering two loans. The terms of the two loans are equivalent with the exception of the
kolbaska11 [484]

Answer:

For Loan A = 3.170%

For Loan B = 3.174%

Loan B has a higher effective annual rate.

Explanation:

The computation of effective annual rates for the loans is shown below:-

For Loan A

We will assume effective annual rate is a

Stated rate(r) = 3.125% compounded monthly

= Number of periods in an year n = 12

So,

(1 + a) = (1 + r ÷ n) × n

= a = (1+0.03125 ÷ 12) × 12 - 1

= 0.03170

or

= 3.170%

For Loan B

We will assume the effective annual rate is b

Stated rate (r) = 3.15% compounded semi annually

= Number of periods in an year n = 2

So

(1 + a) = (1 + r ÷ n) × n

= a = (1 + 0.0315 ÷ 2) × 2 - 1

= 0.03174

or

= 3.174%

From the above calculation we can see that Loan B, is greater than Loan A and has a higher effective annual rate.

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