Finance Greg Stone Finance What is Finance Decisions

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Finance Greg Stone

Finance Greg Stone

Finance? • What is Finance? • Decisions about Money • Who needs to know

Finance? • What is Finance? • Decisions about Money • Who needs to know about Finance? • Everyone!! Actually, only people who work for Corporations or Businesses and those who want to be wealthy and those who already are Wealthy Dudes! • What types of decisions are made by people in Finance? • Investing in projects, investing in the stock market, investing money into a marketing plan, planning for retirement, buying a new car/house/timeshare/lottery ticket, replacing a machine, buying a business, starting a business

Project Decisions • Where should we build these i. Pods? • How can we

Project Decisions • Where should we build these i. Pods? • How can we make money from Facebook? • How did Google go from being a private company to a public company? • Should we build a hotel or a parking lot on this property or should we sell it? • Should we mine for gold at a given site knowing what we know from the geologists?

People Who Manage Money Well • Warren Buffett, CEO Berkshire Hathaway • 3 rd

People Who Manage Money Well • Warren Buffett, CEO Berkshire Hathaway • 3 rd Wealthiest Man in the World • By the time he was 35, amassed $7 million fortune? At 50, he had over $200 million. • Worth estimated at $50 Billion

People Who Manage Money Well • “The Donald” • CEO Trump Organization • Companies

People Who Manage Money Well • “The Donald” • CEO Trump Organization • Companies file for bankruptcy 3 times yet still a rich man. • Forbes estimates he’s worth $1. 6 Billion

People Who Manage Money Well • Carlos Slim Helu • Richest Man World •

People Who Manage Money Well • Carlos Slim Helu • Richest Man World • Telecom Tycoon • Forbes estimates he’s worth • $74 Billion

People Who Manage Money Well • Abigail Johnson • Runs Fidelity Investments together with

People Who Manage Money Well • Abigail Johnson • Runs Fidelity Investments together with her father Edward Johnson • Worth: $12 Billion

People Who Do Not Manage Money Well Mike Tyson • Undisputed Heavyweight Champion •

People Who Do Not Manage Money Well Mike Tyson • Undisputed Heavyweight Champion • First heavyweight boxer to hold the WBA, WBC and IBF titles simultaneously. • At his peak earned $30 million per fight • Wealth: • $300 million to broke

People Who Do Not Manage Money Well Dr. John Mc. Afee • Founder Mc.

People Who Do Not Manage Money Well Dr. John Mc. Afee • Founder Mc. Afee Antivirus • NASA computer programmer • "Money does a really strange thing. It gives you this sense of omnipotence. But eventually you're just one person, you look around at all this stuff you've acquired and you wonder how you're ever going to use it. " • Wealth: • $100 million to $4 million

People Who Do Not Manage Money Well MC Hammer • Can't Touch This •

People Who Do Not Manage Money Well MC Hammer • Can't Touch This • $46 million to broke

People Who Do Not Manage Money Well Thomas Jefferson • President of the United

People Who Do Not Manage Money Well Thomas Jefferson • President of the United States • Principal author of the Declaration of Independence • Louisiana Purchase • Founded University of Virginia • When he died, his assets had to be sold to cover his debts. His net worth was equivalent to about $143, 000 today

People Who Do Not Manage Money Well Within two years of retirement, 78 percent

People Who Do Not Manage Money Well Within two years of retirement, 78 percent of NFL players are bankrupt or in severe financial distress. -Yahoo Sports Sixty per cent of retired NBA players go broke five years after their NBA paychecks stop arriving -NBA Players' Association

Requirements • Fin 301 -required for all business majors • FIN 307, FIN 308,

Requirements • Fin 301 -required for all business majors • FIN 307, FIN 308, FIN 404 -required for Finance Majors • Plus 5 electives such as: • Derivatives, real estate, valuation, portfolio management

Time Value of Money • The value of any asset is the sum of

Time Value of Money • The value of any asset is the sum of the discounted future cash flows from that asset. • • Future value Present value Rates of return Amortization

What three aspects of cash flows affect an investment’s value? • Amount of expected

What three aspects of cash flows affect an investment’s value? • Amount of expected cash flows (bigger is better) • Timing of the cash flow stream (sooner is better) • Risk of the cash flows (less risk is better)

What’s the FV of an initial $100 after 3 years if i = 10%?

What’s the FV of an initial $100 after 3 years if i = 10%? 0 1 2 3 10% 100 FV = ? Finding FVs (moving to the right on a time line) is called compounding.

After 1 year: FV 1 = PV + INT 1 = PV + PV

After 1 year: FV 1 = PV + INT 1 = PV + PV (i) = PV(1 + i) = $100(1. 10) = $110. 00. After 2 years: FV 2 = FV 1(1+i) = PV(1 + i)(1+i) = PV(1+i)2 = $100(1. 10)2 = $121. 00. After 3 years: FVn FV 3 = FV 2(1+i)=PV(1 + i)2(1+i) = PV(1+i)3 = $100(1. 10)3 = $133. 10. In general, = PV(1 + i)n.

What if it were for 30 years? • FV 1= 100(1. 10)^30 = $1,

What if it were for 30 years? • FV 1= 100(1. 10)^30 = $1, 744. 94

So, you want to have some fun when you retire………. • You decide that

So, you want to have some fun when you retire………. • You decide that you need 1. 5 million dollars to retire. How much do you need to save, and for how long do you need to save, to reach your goal? • If you are 20 now and decide you want to retire at the age of 65. You think you can earn an average of 10% per year on your money. If you save $2, 086 per year you will reach your goal. • If you are 20 and you decide you want to retire when you are 35. You think you can earn an average of 10% per year on your money. You need to save $47, 210 per year to reach your goal.

What’s the PV of $100 due in 3 years if i = 10%? Finding

What’s the PV of $100 due in 3 years if i = 10%? Finding PVs is discounting and it’s the reverse of compounding. 0 PV = ? 10% 1 2 3 100

Solve FVn = PV(1 + i )n for PV: 3 1 PV = $100

Solve FVn = PV(1 + i )n for PV: 3 1 PV = $100 1. 10 = $100 0. 7513 = $75. 13.

Example • What if you won the Megabucks lottery and you were offered $5

Example • What if you won the Megabucks lottery and you were offered $5 million but you had to receive that $5 million over 20 years ($250, 000 per year). • Would you rather take the 20 $250, 000 payments or $2. 13 million today? • It depends on what rate of interest you can get. At 10% you would be indifferent between the two. Less than 10% take the 20 $250, 000 payments. More than 10% take the $2. 13 million.

Starbucks! • Imagine you buy a Starbucks coffee for $4, 5 days a week

Starbucks! • Imagine you buy a Starbucks coffee for $4, 5 days a week ($20 per week). What if you had the choice of taking that money and investing it at 8% interest compounded weekly (0. 15% per week). If you chose to save it how much money would you have at the end of 40 years? ? $305, 139

Another Problem • You decide you want to run your own hotel business. You

Another Problem • You decide you want to run your own hotel business. You think that you can generate cash flows from your business of $50, 000 per year for 30 years. After that time, your hotel will be worthless. The bank would charge you 10% (per ear) to borrow the money. • The Present Value of those Cash Flows is $471, 345 so if you could buy/build the hotel for less than $471, 345 it would be a good deal.

Rule of 72 s • • • 72/percent return=time to double i. e. 10%

Rule of 72 s • • • 72/percent return=time to double i. e. 10% 72/10=7. 2 years If you are making 1% interest per year it will take 72/1 or 72 years for your money to double. $10, 000=$20, 000 in 72 years. If you are making 10% interest per year, it will take 72/10=7. 2 years to double. $10, 000=$5, 120, 000 in 72 years. If you are making 20% interest per year, it will take 72/20=3. 6 years to double. $10, 000=$ 5, 242, 880, 000 in 72 years.

What determines a firm’s value? • A firm’s value is the sum of all

What determines a firm’s value? • A firm’s value is the sum of all the future expected free cash flows when converted into today’s dollars:

Amortization Construct an amortization schedule for a $1, 000, 10% annual rate loan with

Amortization Construct an amortization schedule for a $1, 000, 10% annual rate loan with 3 equal payments.

Step 1: Find the required payments. 0 1 2 3 PMT PMT 10% -1,

Step 1: Find the required payments. 0 1 2 3 PMT PMT 10% -1, 000 INPUTS OUTPUT 3 10 -1000 N I/YR PV 0 PMT 402. 11 FV

YR BEG BAL 1 $1, 000 2 698 3 366 TOT PMT INT PRIN

YR BEG BAL 1 $1, 000 2 698 3 366 TOT PMT INT PRIN PMT END BAL $402 $100 $302 $698 402 70 332 366 402 37 366 0 1, 206. 34 1, 000 Interest declines. Tax implications.

$ 402. 11 Interest 302. 11 Principal Payments 0 1 2 3 Level payments.

$ 402. 11 Interest 302. 11 Principal Payments 0 1 2 3 Level payments. Interest declines because outstanding balance declines. Lender earns 10% on loan outstanding, which is falling.