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Cloud [144]
3 years ago
13

Adam was explaining security procedures to new interns at his firm. It was difficult for the interns to understand what Adam was

talking about because he used technical language they weren't familiar with. Which strategy for presenting an effective training is Adam failing to use in the above situation
Business
1 answer:
RSB [31]3 years ago
5 0

Incomplete question. The options;

A) Incorporate activities that directly involve the audience.

B) Explain how the information will help the audience.

C) Avoid jargon.

D) Compare unfamiliar concepts to familiar concepts.

Answer:

<u>C) Avoid jargon.</u>

Explanation:

Note, the term <em>"jargon"</em> basically refers to the use of highly complex or technical language in communication.

In this scenario, we observed that Adam did not take into consideration that the interns were<em> unfamiliar</em> with the complex terms he was using. Hence, an effective strategy he could have used in the above situation was to totally avoid the use of jargon in his communication with the interns.

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On January 30, 2014, your parents lent you $400. On January 30, 2015, you repaid the loan by writing your parents a check for $4
grandymaker [24]

Answer:

The annual interest rate charged would be 8%

Explanation:

The annual interest rate which is charged by the parents for the loan is computed as:

Interest rate = (Amount repaid for loan - Lent amount by parents) /Lent amount by parents × 100

where

Lent amount by parents is $400

Amount repaid for loan is $432

Putting the values above:

Interest rate = ($432 - $400) / $400 × 100

Interest rate = $32/ $400 × 100

Interest rate = 0.08 × 100

Interest rate = 8%

4 0
3 years ago
The bond has a coupon rate of 6.11 percent, it makes semiannual payments, and there are 2 months to the next coupon payment. A c
allsm [11]

Answer:

$997.37

Explanation:

For computing the invoice price first we have to determine the accrued interest which is shown below:

Accrued interest is

= Par value × coupon rate × remaining months ÷ total months

= $1,000 × 6.11% × 4 months ÷ 12 months

= $20.37

Now

Invoice price is

= Clean price + Accrued interest

= $977 + $20.37

= $997.37

6 0
3 years ago
Need Help ASAP
butalik [34]

Answer:

I. Never stand still

2. Do more than is Required of you

3. Think as a team Member, Not an Employee

4 Speak up and share your ideas

5 Fake it till you make it

6. Consider every opportunity

7. Always be prepared

8. Be Self-Pronotional

Explanation:

Hope this helps! Tell me if I'm wrong. If thai Helps Give me brainly.

5 0
3 years ago
You are 30 years old today and are considering studying for an MBA. You just received your annual salary of $50,000 and expect i
Liono4ka [1.6K]

Answer:

Yes, you should take the MBA because the NPV of taking the MBA is positive.

Explanation:

the total economic costs of taking the MBA program include the lost wages + the costs of taking the MBA and any interest you could have earned by investing it on something else = ($50,000 x 1.03) + ($50,000 x 1.03²) + (2 x $30,000 x 1.08) = $51,500 + $53,045 + $64,800 = $169,345

the present value of your total economic costs:

$51,500/1.08 + $53,045/1.08² + $32,400/1.08 + $32,400/1.08² = $47,685.19 + $45,477.54 + $30,000 + $27,777.78 = $150,940.51

if you continued to work, your salary at year 3 would be $54,636.35 and it would continue to increase by 3% every year. The salary that you can earn with an MBA is $80,000 and it will grow by 4% per year. I used an excel spreadsheet to calculate future salaries and the differential amount between them. Then I calculated the PV at the beginning of year 3 of the differential income.

The PV of the differential income today = $560,281.31 /1.08³ = $444,769.38

the NPV of taking an MBA = $444,769.38 - $150,940.51 = $293,828.87

6 0
3 years ago
A potential investor is seeking to invest $500,000 in a venture, which currently has 1,000,000 million shares held by its founde
Sergeu [11.5K]

Answer:

a, 15%

b, 150,000

c, $ 3.30

d, = $3,333,333.33

e, $3,833,333.33

Explanation:

To solve this,

Note that we have been given a similar venture to compare to our venture.

The total shareholder's equity for the other venture (P) = $10,000,000 and the net income (E) = $1,000,000

Hence, Price/Earnings (P/E) for other venture = 10,000,000/1,000,000 = 10.0

Now for our venture, Earnings in the 5th year = $500,000

Assuming that P/E ratio for both the ventures to be equal, P/500,000 = 10.0

hence, total shareholder's value for our venture = $5,000,000 --------------- (1)

Now the investor invested $500,000 and expected 50% return after 5 years, hence the investor's value after 5 years would be equal to 500,000 * (1+50%) = $750,000 --------------- (2)

Now percent ownership of venture given to investor = (Value of investor's investment after 5 years/total value of all shareholders after 5 years)

Hence, divide (2) by (1)

percent ownership of venture given to investor = 750,000/5,000,000 = 0.15

or 15%

Therefore Answer to part 'a' is = 15%

Part (b) :For the percentage ownership given to new investor = 15%, total number of shares = 1,000,000

Hence, number of shares issued to new investor = 15% x 1,000,000 = 150,000

Hence, answer to part b = 150,000

Part (c): Amount invested by new investor = $500,000 and number of shares issued to him = 150,000

hence issue price of share = Amount invested / Number of shares issued

= 500,000/150,000 = $3.33

Hence, issue price per share = $3.33

Part (d):

The Pre money valuation is the value of the company before any external funding. In this case, the number of shares held with the founders before the new investor = 1,000,000 and the equity price = $3.33

hence, Value of the venture = 3.33 * 1,000,000 = $3,333,333.33

Hence, pre money valuation of the venture = $3,333,333.33

Part (e): Post money valuation of a company is the value of the company after external funding. In this case, investor invests $500,000 to the venture increasing the value of the company by the same amount.

Hence post money valuation = pre money valuation + Investment

= 3,333,333.33 + 500,000

= 3,833,333.33

Hence, post-money valuation of the venture = $3,833,333.33

7 0
3 years ago
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