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2 years ago

Identify two benefits of drawing up a business plan.

Business

1 answer:

VashaNatasha [74]2 years ago

5 0

Answer:

Here are four benefits of a business plan:

You can get outside funding. To get funding from lenders or investors, you need to show a business plan. ...

You gain an understanding of your market. ...

You focus your strategies. ...

You can check the financial numbers.

Explanation:

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Under normal conditions (75% probability), financing plan a will produce $25,000 higher return than plan

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<span>wanted independent control of their own affairs</span>

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3 years ago

The super prize in a contest is $10 million. This prize will be paid out in equal yearly payments over the next 20 years. If the

Angelina_Jolie [31]

Answer:

contest sponsors have to deposit $6795163.17 in the escrow account

Explanation:

given data

amount = $10 million

time = 20 year

rate = 4 %

to find out

how much do the contest sponsors have to deposit in the escrow account

solution

we know Cash flow per period = 10000000/20 = $500000

we will apply here future value formula to find amount

future value = cash flow × $\frac{1-(1+r)^{-t}}{r}$

here r is rate and t is time

put here value

future value = 500000 × $\frac{1-(1+0.04)^{-20}}{0.04}$

future value = 6795163.1724

so contest sponsors have to deposit $6795163.17 in the escrow account

4 0

3 years ago

Suppose the united states imposes higherimposes higher steel tariffs. how does the change in steel import restrictions affect au

Orlov [11]

I not sure about this but wish i help

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3 years ago

Ralph buys a perpetuity due paying 500 annually. He deposits the payments into a savings account earning interest at an effectiv

Leto [7]

Answer:

X = 1523

Explanation

Perpetuity due = (C/r) + C. Where Annual payment C =500, Annual effective interest rate = 10%

Perpetuity due = (500/10%) + 500 = 5500

Value of perpetuity due will remain same after 10 years

Money in saving account can be calculated with FV of an Annuity due formula

FV = C*(1+r) *{(1+r) ^n−1} / r

Where n = 10 years

FV = 500*(1+10%) * {(1+10%)^10 - 1} / 10%

FV = 500*1.10 * [1.10^10 - 1 / 0.10}

FV = 550 * 1.5937424601/0.10

FV = 550 * 15.937424601

FV = 8765.58353055

FV = 8766

Total proceeds = 5500 + 8766 = 14266

Now this proceed is the present value for annual payment of X calculation . Formula of the present value (PV) of annuity due: PV = X * [1- (1+r) ^-n / r] * (1+r) : Where PV = 14266, Annuity payment X = ?, Interest rate r = 10%, Period of annuity = 20 years.

1.10^-20

PV = X * [1- (1+r)^-n / r] * (1+r)

14266 = X * (1 - (1+10%)^-20 / 10%) * (1+10%)

14266 = X * [1 - 0.14864362802/0.10]*1.10

14266 = X * [8.5135637198*1.10]

14266 = X * 9.3649

X = 14266 / 9.3649

X = 1523.347820051469

X = 1523

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2 years ago

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