Week2 - Dharmin Shah - Section 70

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Chapter 5: Q2. Present Value Years Intrest Rate Future Value $2,250 11 10% $6,419.51 $8,752 7 8% $14,999.39 $76,355 14 17% $687,764.17 $183,796 8 7% $315,795.75
Year Selling Price Absolute Increase 2011 -$27,641 $62,599 2016 $34,958 -45.29430917839 4.81% So, the annual percentage increase in vehicle selling price from 2011 to 2016 is approxim Chapter 5 : Q8. Calculating Interest Rates (LO3) In 2016, the automobile industry announced the average vehic
mately 4.81%. cle selling price was $34,958. Five years earlier, the average price was $27,641. What was the annual perce
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entage increase in vehicle selling price?
Chapter 5 - Q.9 Calculating the Number of Periods (LO3) You're trying to save to buy a new $190,000 BMW 3 $40,000 $190,000 4.80% 33.23 It will take 33.23 years to save enough to buy the car.
3 series sedan. You have $40,000 today that can be invested at your bank. The bank pays 4.8% annual inter
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rest on its accounts. How long will it be before you have enough to buy the car?
Chapter 5 : Q16 Calculating Rates of Return (LO3) On February 2, 2016, an investor held some Province of O a. Based upon the $76.04 price, what rate was the yield on the Province of Ontario strip? 4.7% The yield on Province of Ontario is approximately 5% b. Suppose that on February 2, 2017, the security's price was $81.00. If an investor had purchased it for $7 6.522883 ((Sale price - purchase price) / purchase price) /Number of years * 100 The annual rate of return she has earned is 6.5% c. If an investor had purchased the security at market on February 2. 2017, and held it until it matured, wh 4.3% The annual rate of return would she have earned would be approximately 4.3%.
Ontario stripped coupons in a self-administered RRSP at ScotiaMcLeod, an investment dealer. Each coupon 76.04 a year earlier and sold it on this day, what annual rate of return would she have earned? hat annual rate of return would she have earned?
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n represented a promise to pay $100 at the maturity date on January 13, 2022, but the investor would rece
eive nothing until then. The value of the coupon showed as $76.04 on the investor's screen. This means tha
at the investor was giving up $76.04 on February 2, 2016, in exchange for $100 to be received just less than
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n six years later. a. Based upon the $76.04 price, what rate was the yield on the Province of Ontario strip? b
b. Suppose that on February 2, 2017, the security's price was $81.00. If an investor had purchased it for $76
6.04 a year earlier and sold it on this day, what annual rate of return would she have earned? c. If an inves
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stor had purchased the security at market on February 2. 2017, and held it until it matured, what annual ra
ate of return would she have earned?
Chapter 5 : Q 19. Calculating Future Values (LOl) You have just made your first $5,000 contribution to your RR Scenario 1: Immediate $5000 contributions $5,000 11% 45 $547,651.21 Above is the scenario 1, where the contribution of $5000 will be contributed immediately My account will have approximately $547651.27 when I retire at the age of 45. Scenario 2: Wait fro 10 years before contribution $5000 $192,874.26 My account will have approximately $192874.26, if I wait for 10 years before contributing Since we have to wait for 10 years before contributing, the retirement age will be of 35 years
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RSP. Assuming you earn an 11% rate of return and make no additional contributions, what will your accoun
nt be worth when you retire in 45 years? What if you wait ten years before contributing? (Does this sugges
st an investment strategy?)
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Chapter 6 - Q1. Present Value and Multiple Cash Flows (LO1) Buena Vista Co. has identified an investment proje Year Cash Flow Discount Rate Present Value at 10% 1 $720 10% $654.55 2 $930 $768.60 3 $1,190 $894.06 4 $1,275 $870.84 $3,188.05 Present Value at 18% 1 $720 18% $610.17 2 $930 $667.91 3 $1,190 $724.27 4 $1,275 $657.63 $2,659.98 Present Value at 24% 1 $720 24% $580.65 2 $930 $604.84 3 $1,190 $624.14 4 $1,275 $539.29 $2,348.92
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ect with the following cash flows. If the discount rate is 10%, what is the present value of these cash flows?
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? What is the present value at 18%? At 24%? Year 1 2 3 4 Cash Flow $720 $930 $1,190 $1,275
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Chapter 6: Q5. Calculating Annuity Cash Flows (LOT) If you put up $45,000 today in exchange for a 6.25% 1 $45,000 6.25% 15 $4,709.31 The annual cash flow will be approximately $4709.31.
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15-year annuity, what will the annual cash flow be?
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Chapter 6: Q11. Calculating Perpetuity Values (LOT) The Sutherland Life Insurance Co. is trying to sell you an inve $30,000 5.80% $51,724,137.93 I will pay approximately $51,724,137.93 for the policy.
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estment policy that wil pay you and your heirs $30,000 per year forever. If the required return on this inve
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estment is 5.8%, how much will you pay for the policy?
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Chapter 6: Q12. Calculating Perpetuity Values (LO1) In the previous problem, suppose a sales associate told $30,000 $475,000 1 Rate = PMT/ PV 6.32 It would be a fair deal when the interest rate would be approximately 6.32%
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d you the policy costs $475,000. At what interest rate would this be a fair deal?
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Chapter 6: Q33. Calculating Annuities (LO1) You are planning to save for retirement over the next 30 years. To d 30 $10,000 $800 $400 10% 6% 9% 12 25 Monthly intrest rate = 10%/12 = 0.83% Monthly intrest rate = 6%/12 0.5 Monthly intrest rate in both account = 0 0.75% Future Value of Stock Account: $1,061,466.72 Future Value of Bond Account: $277,197.58 Total Future Value: $1,338,664.31 Total amount upon retiring after 30 years. $11,234.02 The monthly withdrawal amount you can make during your 25 year retirement period is approximatel
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do this, you will invest $800 a month in a stock account and $400 a month in a bond account. The return of the stock ly $18547.89
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account is expected to be 10%, and the bond account will pay 6%. When you retire, you will combine your money in
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nto an account with a 9% return. How much can you withdraw each month from your account assuming a 25-year wi
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ithdrawal period? Assume that the APR is compounded monthly.
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Chapter 6: Q41. Calculating the number of Payments (LO2) You're prepared to make monthly payments of $29 PV 0 FV $20,000.00 NPER 26.05 RATE 7% PMT $290.00 TYPE 0 I have to make approximately 26 times the payemnt to reach my desired balance of $20000.
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90, beginning at the end of this month, into an account that pays 7% intrest compounded monthly. How m
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many payments will you have made when your account balance reaches $20000?
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