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kumpel [21]
3 years ago
7

parking lot charges $5.00 for the first two hours of parking and $0.75 for each additional half hour or part thereof. Of Sam par

ks his car for 8 hours, how much does he pay for parking?
Business
1 answer:
disa [49]3 years ago
7 0

Answer:

$14.50

Explanation:

Given;

Charge for first 2 hours = $5.00 and

$0.75 for each additional half hour or part thereof.

If he parks his car for 8 hours, then the first 2 hours will be charged at a rate of $5.00

Time left to charge is 6 hours. This will be charged at a rate of $0.75

Therefore cost to Sam for parking his car for 8 hours

= (2 × $5) + (6 × $0.75)

= $10 + $4.50

= $14.50

Sam paid $14.50 for parking.

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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

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3 years ago
You manage an equity fund with an expected risk premium of 10.2% and a standard deviation of 16%. The rate on Treasury bills is
Inga [223]

Answer:

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Consider the circular flow model to answer the questions that follow.
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Answer:

The answer is :

A. Resource market - income

B. Expenditure - product market.

Explanation:

A. Resource market - income

B. Expenditure - product market

The circular flow model shows how money moves through the economy in exchange for goods, services, and resources.

A.

In circular flow of income, households provide inputs to firms through the resource market(matket where households supply land, labor, capital, and entrepreneurship) in exchange for money(income or wages).

B.

Also in circular flow of income, firms receives expenditure from household and this type of market is called product market(which refers to a place where goods and services are bought and sold)

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Financial Statements, Closing Entries & Ratio Analysis
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Answer: im not sure don't use my answer.

Explanation: CAHS CASH CASH

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A no fault insurance plan
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