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zloy xaker [14]
4 years ago
6

Name 2 of the 10 School Based Enterprise instructional Units

Business
1 answer:
mars1129 [50]4 years ago
7 0

Answer:

1.  Financial Analysis

2.  Marketing-Information Management

Explanation:

A school-based enterprise often referred to as SBE is an entrepreneurial undertaking in a school setting that participates in goods/services delivery to address the needs of the market.

SBEs are organized and regulated by students as practical learning laboratories that incorporate National Curriculum Standards in various departments such as marketing, finance, hospitality or management.

Hence, the full 10 School Based Enterprise instructional Units are the following:

1. Financial Analysis

2. Marketing-Information Management

3. Operations

4. Market Planning

5. Product/Service Management

6. Pricing

7. Distribution/Channel Management

8. Promotion

9. Selling

10. Human Resources Management

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Answer:

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Explanation:

The computation of the income elasticity of demand is shown below:

As we know that

Income elasticity of demand is

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The same is relevant

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3 years ago
In 2020, Susan retired from her active participation in a 50% owned restaurant business, which she owned for 20 years. Susan is
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Question Completion with Options:

a. Susan cannot deduct the $80,000 loss from the restaurant because she is not a material participant.

b. Susan can offset the $80,000 loss against the $150,000 of income from the retail store.

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d. Assuming Susan continues to hold the interest in the restaurant, she will always treat the losses as active.

Answer:

Susan

b. Susan can offset the $80,000 loss against the $150,000 of income from the retail store.

Explanation:

Susan can offset the $80,000 loss from the restaurant business against the income from the retail store because she has been an active and material participant in both businesses.  For the past 20 years, she had participated materially in the restaurant, only just retiring this year.   At least, she has passed the material participant test, number 5.

7 0
3 years ago
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Answer:

Present Value of the Investment is $17246.

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Present Value = Future Value / (1+r)^n

By putting values, we have:

Present Value = $20,000 / (1+2.5%)^6 = $20000 / 1.120 = $17246

Dawson must invest now $17246 to receive $20000 after 6 number of years.

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