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kirza4 [7]
3 years ago
15

Each day, you are faced with choices. You have to decide how to use your resources. For example, should you use some of your all

owance money to buy new clothes? Or should you save your money toward buying a computer? There are costs and benefits for each decision. Governments are also faced with decisions, such as whether or not to use price controls. You already know about the costs and benefits of a specific price control called rent control. In this project, you will assess rent control while playing the role of a minimum wage earner.

Business
1 answer:
Dmitry_Shevchenko [17]3 years ago
7 0
Hello  <span>Gabbypittman20!

Answer:
This answer is very tricky...but at least you have a teacher to help you.
</span><span>The answer to this question would buy new clothes before buying a computer. 
Explanation:
See, this is a Need or want question. You NEED clothes but you WANT a computer. Get it? contact me for more information.

FLVS teacher,
~Sarah Bunkly

</span>

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George, a wealthy investor, is uncertain whether he should invest in taxable or tax-exempt bonds. What tax and nontax factors sh
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Answer:

The classification including its subject in question is outlined in the section given elsewhere here.

Explanation:

1...

<u>Tax</u>

  • Tax-Exempt Bonds: Municipal bonds gain financially by being able to benefit from income and sales taxes. This will give the company the added value with just paying taxes whenever the moment arises.
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<u>Rate of Return</u>

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  • Taxable Bonds: Taxable investors consider a rate of profitability for the market. Because this yield is greater than those of mutual funds, measurements of yields are necessary on a constant schedule.

<u>Net Taxable Income </u>

  • Tax-Exempt Bonds: Throughout comparative analysis with either a municipal bond, developers could receive less profit with a taxable contract however if designers earn a lower profit margin.
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3 years ago
The YTM on a bond is the interest rate you earn on your investment if interest rates don’t change. If you actually sell the bond
prisoha [69]

Answer: Yield to Maturity (Return) = 9.04% , Value of the Bond in 2 years = $ 1656.71

Explanation:

Calculating the expected return (yield to maturity)

Future value = $1000

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Coupon = $110 (1000×11/100)

N (number of period) = 19 years

yield to maturity = (C + (Fv - P)÷N) / ((Fv+P)÷2)

yield to maturity = (110 + (1200 - 1000)÷19) / ((12000+1000)÷2)

yield to maturity = (99.47368421)/1100 = 0.090430622

yield to maturity = 9.04%

Calculating value of the bond in two years

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Coupon (Pmt) = $110 (1000×11/100)

N (number of periods) = 2 years

R (YIELD TO MATURITY) = 9.04%

Future Value of a bond = Future Value of the price + Future value of the annuity

FV = P(1+R)^n + (Pmt × (1+R)^2 - 1)/ R

FV = 1000(1 + 0.0904)^2 + 110(1 +0.0904)^2 - 1)/0.0904

FV = 1426.766592 + 229.944

FV = 1656.710596

FV = 1656.71

the selling price of the bond will be $ 1656.76

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