Financial Crisis case study Help Analysis With Solution

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1. You just won the lottery, The jackpot is $10 million, paid in 20 equal , annual payments starting today. In present-value terms, how much did you really win? Use an annual interest rate of 6.8%
$5,992,862.37
$6,079,058.25
$5,746,218.89
$5,380,354.76
$5,908,695.75
 
2. Bob is buying his first house. He is putting a $20,000 down payment on the house, but has to take out a mortgage for the remaining $170,000 of the purchase price. Bob’s bank has offered him a standard 30-year mortgage with a 5.8% nominal interest rate. What would Bon monthly mortgage payment be?
$923.01
$997.48
$912.60
$944.02
$933.49
 
3. Bob is considering a 15-year mortgage because friends have told him that a 30-year mortgage is too long and he’ll lose a lot of money to interest. If Bon can get a 15-year, $170,000 loan at a nominal interest rateof $5.8%, how much larger must his monthly payment be ?
$430.21
$427.05
$417.06
$418.77
$428.64

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4. Naturally, Bob doesn’t like the prospect of paying more money each month, but if he does take a 15-year mortgage, he will make a fewer payments and will pay a lot less in interest. How much more interest would Bob pays if he took a 30-year mortgage insteadof a 15- year.
$90,873.01
$106,429.63
$104,167.36
$93,054.65
$86,551.98
 
5. Luisa just bought a 10-year ordinary annuity that promises to pay $1,500 at the end of each of the 10 years. If the appropiate interest rate for this annuity is 8.6%, what is the present value of the annuity?
$9,798.32
$9,842.02
$9,886.03
$9,974.95
$9,930.34
 
6. Luisa has the option of extending her annuity another 10 years. If she pays more money today, she can continue to receive $1,500 per year for another 10 years. How much more should she be willing to pay to extend her annuity?
$4,473.83
$4,598.39
$4,662.10
$4,293.91
$4,412.95
 

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