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9) You've just graduated, and are expecting to have around $20,000/year in disposable income (that is, money not committed to essentials such as food, clothing,

9) You've just graduated, and are expecting to have around $20,000/year in disposable income (that is, money not committed to essentials such as food, clothing, rent, utilities, and tuition- loan payments) when you graduate. You ask a bank for a $100,000 loan that you're offering to pay back in five years. The loan officer observes that interest rates are expected to average around 7% over that five-year period and gives you a flat "no." Why? (What is that $20,000/ yr worth in today's dollars? Is it worth as much as the $100,000 you're asking to borrow today?) 10) Your uncle has offered you a job when you graduate three years from now. It will pay $100,000/year-not a bad starting salary, eh? You figure you'll be able to stand working for him for about five years before he drives you completely nuts and you have to find employment elsewhere. The problem is that you're wanting to buy a car now, and so you're approaching your cousin (your uncle's daughter) for a loan. She knows you've got the job offer, so she may be willing to make such a loan. What you're wondering right now is how much that money you expect to earn is worth in today's dollars, because that will affect how much of a loan you ask for from her, and ultimately whether you'll be buying a used 2012 Ford Fiesta with 330,000 kilometres on it, or a new 2024 Maserati Granturismo Trofeo with MC matt graphite wheel rims. Assuming interest rates will average around 8% over the next decade, how much are your five year's worth of future earnings worth in today's dollars? 11. You're going to purchase an Alienware m18 Gaming laptop for $2,949.99, plus 15% tax at Best Buy. At the store, they offer you two payment options: You can either pay the full amount up front, or pay in five equal annual instalments of $675, with the first instalment due immediately as a downpayment. How much would you be paying in present-valued dollars if you chose the instalment plan? Which option is the better deal? (The appropriate r to use is 7%.)
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9) You've just graduated, and are expecting to have around $20,000/ year in disposable income (that is, money not committed to essentials such as food, clothing, rent, utilities, and tuitionloan payments) when you graduate. You ask a bank for a $100,000 loan that you're offering to pay back in five years. The loan officer observes that interest rates are expected to average around 7% over that five-year period and gives you a flat "no." Why? (What is that $20,000 / yr worth in today's dollars? Is it worth as much as the $100,000 you're asking to borrow today?) 10) Your uncle has offered you a job when you graduate three years from now. It will pay $100,000/ year - not a bad starting salary, eh? You figure you'll be able to stand working for him for about five years before he drives you completely nuts and you have to find employment elsewhere. The problem is that you're wanting to buy a car now, and so you're approaching your cousin (your uncle's daughter) for a loan. She knows you've got the job offer, so she may be willing to make such a loan. What you're wondering right now is how much that money you expect to earn is worth in today's dollars, because that will affect how much of a loan you ask for from her, and ultimately whether you'll be buying a used 2012 Ford Fiesta with 330,000 kilometres on it, or a new 2024 Maserati Granturismo Trofeo with MC matt graphite wheel rims. Assuming interest rates will average around 8% over the next decade, how much are your five year's worth of future earnings worth in today's dollars? 11. You're going to purchase an Alienware ml8 Gaming laptop for $2,949.99, plus 15% tax at Best Buy. At the store, they offer you two payment options: You can either pay the full amount up front, or pay in five equal annual instalments of $675, with the first instalment due immediately as a downpayment. How much would you be paying in present-valued dollars if you chose the instalment plan? Which option is the better deal? (The appropriate r to use is 7%.)

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