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sweet-ann [11.9K]
1 year ago
7

How much would you need to deposit in an account now, such that in 5 years your account will have increased to $8,000, assuming

you can earn 5% on the deposit as it grows?
Business
1 answer:
VladimirAG [237]1 year ago
4 0

Answer:

$6268.21

Explanation:

Future value = $8000

Interest(r) = 5%

Period (n)= 5 years

How much need to deposit?

Find the Present value:

PV = FV / (1+r)n

= 8000 / (1.05)5

= 8000 / 1.27628156

Present Value / Amount need to deposi today = $6268.21 approx

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3 years ago
Another name for the originator of a change plan is known as ________.
victus00 [196]
The answer to this question is a Change agent.

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3 years ago
Jamie is 42 years old and received a $20,000 distribution for his roth ira established in 2009. at the time of distribution, the
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3 years ago
At age 50, Charles began receiving payments under a distribution method that provides for substantially equal payments over his
shusha [124]

Answer:

correct answer is 4) $169,000.00

Explanation:

given data

received distributions totaling =  $14,000

remaining benefits lump-sum = $155,000

solution

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but lum sum amount distribution before age 59.5 is subject to 10% penalty

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4 0
3 years ago
A firm currently has a debt-equity ratio of 1/2. The debt, which is virtually riskless, pays an interest rate of 6%. The expecte
Svetradugi [14.3K]

Answer:

Expected return on equity is 11.33%

Explanation:

Using Weighted Average Cost Capital without tax formula, overall rate of return is given by the formula:

WACC=(Ke*E/V)+(Kd*D/V)

Kd is the cost of debt at 6%

Ke is the cost of equity at 12%

D/E=1/2 which means debt is 1 and equity is 2

D/V=debt/debt+equity=1/1+2=1/3

E/V=equity/debt+equity=2/1+2=2/3

WACC=(12%*2/3)+(6%*1/3)

WACC=10%

If the firm reduces debt-equity ratio to 1/3,1 is for debt 3 is for equity

D/V=debt/debt+equity=1/1+3=1/4

E/V=equity/debt+equity=3/1+3=3/4

WACC=10%

10%=(Ke*3/4)+(6%*1/4)

10%=(Ke*3/4)+1.5%

10%-1.5%=Ke*3/4

8.5%=Ke*3/4

8.5%=3Ke/4

8.5%*4=3 Ke

34%=3 Ke

Ke=34%/3

Ke=11.33%

4 0
3 years ago
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