2. Suppose that 2 years ago you bought an old record player at a yard sale for $10. You saw today on E-bay that the same record player is selling for $79.99. If you were to sell the record play at that price today, what would be the implied return percentage? (Enter only numbers in your response. Round to 2 decimal places.)
3. In 1998, the average price of a gallon of gas was $1.06. Today, the average price of a gallon of gas is $2.85. At what annual rate has a gallon of gas increased over the last 20 years?
4. If you have $500 today and you think you can earn an interest rate of 7% per year, how many years until you have $750?
5. How many years will it take to double your money if the interest rate is 12.25%? Assume that you make an investment of $100
6. You deposit $200 into a simple interest account that earns 8% per year. What will its value be in 6 years?
7. You have just inherited a property worth $150,000. If you estimate that the property will increase in value by 3% per year, how much will it be worth in 6 years? (Enter only numbers in your response. Round to 2 decimal places.)
8. A company has purchased an asset for $300,000 that they plan to sell in 3 years. If they require a return of 13%, how much must they sell the asset for in 3 years?
2- | Implied rate of return =(future price/purchase price)^(1/n) -1 | (79.99/10)^(1/2)-1 | 183% | ||
3- | Implied rate of return =(future price/purchase price)^(1/n) -1 | (2.85/1.06)^(1/20)-1 | 5% | ||
4- | Nper =time required to earn 750 | Using nper function in MS excel =nper(rate,pmt,pv,fv,type) rate =7% pmt = 0 pv = -500 fv = 750 type =0 | NPER(7%,0,-500,750,0) | 5.99 | 6 Years |
5- | Nper =time required to earn 750 | Using nper function in MS excel =nper(rate,pmt,pv,fv,type) rate =12.25% pmt = 0 pv = -100 fv = 200 type =0 | NPER(12.25%,0,-100,200,0) | 6.00 | |
6- | Value in six year | Principal+(principal*rate*year) | 200+(200*8%*6) | 296 | |
7- | Worth of property In six years | principal*(1+growth rate)^n | 150000*(1.03)^6 | 179107.84 | |
8- | sale price of assets in three years | purchase price*(1+r)^n | 300000*(1.13)^3 | 432869.1 |
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