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stich3 [128]
3 years ago
5

Of the securities listed below, which would be exempt from the registration requirements of the Uniform Securities Act?I. Securi

ties issued by a railroad common carrier companyII. Securities issued by a federal credit union established for teachersIII. Securities issued by a trust companyIV. Securities issued by a corporationA. I onlyB. I and III onlyC. I, II, and III onlyD. I, II, III, and IV
Business
1 answer:
Leni [432]3 years ago
6 0

Answer:c

Explanation: from the listed options

Securities issued by a railroad common carrier company.

Securities issued by a federal credit union established for teachers

Securities issued by a trust company . All of these are exempt from the registration requirements of the Uniform Securities Act.

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Van Den Borsh Corp. has annual sales of $68,735,000, an average inventory level of $15,012,000, and average accounts receivable
Romashka-Z-Leto [24]

Answer:

The answer is d. -32 days.

Explanation:

<u>*The before change cash conversion cycle</u> = Days of inventory outstanding + Days of receivables outstanding - Days of payable outstanding.

in which:

Days of inventory outstanding = Average inventory / Cost of good sold x 365 = ( 15,012,000 / ( 68,735,000 x 0.85) ) x 365 = 94 days

Days of receivables outstanding = Average Receivables / Revenue x 365 = ( 10,008,000 / 68,735,000 x 365 = 53 days

Days of payable = 30 days

=> Before change cash conversion cycle = 117 days.

* <u>The after-change cash conversion cycle</u> is calculated with the same formula, however with estimated changes be applied in the formula as followed:

Days of inventory outstanding = Average inventory / Cost of good sold x 365 = ( (15,012,000 - 1,946,000) / ( 68,735,000 x 0.85) ) x 365 = 82 days

Days of receivables outstanding = Average Receivables / Revenue x 365 = ( (10,008,000 - 1,946,000) / 68,735,000 x 365 = 43 days

Days of payable = 40 days

=> After-change cash conversion cycle = 82 + 43 - 40 = 85 days

<u>=> Net change is 85 - 117 = -32 days</u>

6 0
3 years ago
Convenience goods like Coke are available almost everywhere in the United States. Thus, Coke uses ______ distribution:
Doss [256]

Convenience products like Coke are available almost everywhere in the United States. Thus, Coke uses intensive distribution, which is related to the strategy of making the product available at many different retailers.

This is a marketing strategy widely used by companies that supply non-durable consumer goods, which are those that are consumed quickly, such as food, beverages and medications.

Therefore, non-durable goods such as Coke need to be replenished quickly, justifying the company's intensive distribution strategy, which makes its products easily available to consumers, increasing its profitability and positioning.

Learn more here:

brainly.com/question/3520708

7 0
2 years ago
The largest percentage of gross domestic product (GDP) is
kiruha [24]

Answer:

b. consumer spending  

Explanation:

GDP = C+I+G+(X-M)

The most powerful driver of an economy is consumption (C). In the US the biggest share in the GDP participation is the consumers expenditure of goods and services within the economy.  

7 0
3 years ago
Here are the cash flows for two mutually exclusive projects: Project C0 C1 C2 C3 A −$ 34,400 +$ 13,700 +$ 13,700 +$ 13,700 B − 3
Natali [406]

Answer:

7.89%

Explanation:

We can find the IRR of Project A and Project B is 9% and 8% respectively

(please see the calculation in excel in attachment)

So if the interest rate below 8% then Project A is more profitable than project B.

You can find NPV of each project follow the decrease in interest rate in the excel attached.

Download xlsx
5 0
3 years ago
What is meant by management being multidimensional​
REY [17]

Answer:

In a multidimensional organization, the firm uses different criteria on several levels, reported at the same time, to track its performance.

Explanation:

Managers in a multidimensional organization have common goals. The management process prioritizes decision making

7 0
3 years ago
Read 2 more answers
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