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36 - General Principles of Financial Planning E Example 4: Finding the monthly payment in an annuity due (1) Calculate the annual payments received at the beginning of each month for 10 years from an investment of $50,000 earning an annual return of 7 percent, compounded monthly (2) First, put your calculator in the begin mode (3) Solution: 120 N (10 12), 5833 (7/12) I, 50,000 PV, CPT PMT $57717 4 Net present value (NPV) A Net present value is the amount of cash ow (in present value terms) that a project generates after repaying the invested capital and required rate of return on that capital B If the project generates a positive NPV, then shareholder wealth increases In contrast, a negative NPV will decrease shareholder wealth C NPV is considered better than internal rate of return (IRR) because it measures pro tability in dollars added to shareholder value In contrast, IRR measures pro tability as a rate of return D NPV assumes that the reinvestment rate of cash ows is the cost of capital, whereas IRR assumes that the reinvestment rate is the IRR E When the IRR is equal to the cost of capital, the NPV will be zero If the IRR is less than the cost of capital, the result is a negative NPV F Example: Calculate the NPV of a project with an initial cost of $2,000 that produces the following cash ows (CF): year (1) +1,000; year (2) +500; year (3) +700; year (4) 500; year (5) +300 The cost of capital is 5 percent Solution: 2,000[CF0]; 1,000 CFj; 500 CFj; 700 [CFj]; 500 [CFj]; 300 [CFj]; 5 [I]; [NPV] $16571 5 Internal rate of return (IRR) A The IRR calculates the rate of return at which the present value of a series of cash in ows will equal the present value of the project s cost B It is also de ned as the rate of return in which the net present value of a project is zero It assumes that all cash ows are reinvested at the IRR C The IRR is equivalent to the yield to maturity (YTM), the geometric average return, and the compounded average rate of return D If IRR is less than the cost of capital, reject the project If IRR is greater than the cost of capital, accept the project E Example: Calculate the IRR of a project that has n initial out ow of 5,000 and will generate the following cash ows: year (1) 3,000; year (2) 500; year (3) 2,500; year (4) 500; year (5) 1,500 Solution: 5,000[CF0]; 3,000 CFj; 500 CFj; 2,500 [CFj]; 500 [CFj]; 1,500 [CFj]; [IRR] 1409 percent 6 Irregular cash ow A It is common for the stream of cash ows to change from year to year for projects or investments, so it is not an annuity The uneven cash ow is simply just a stream of (annual) single cash ows B To determine the FV/PV of irregular cash ows, you need to nd the FV/PV of each cash ow and then add them up The PV of an uneven cash ow stream is also calculated using the NPV function on your calculator C Example 1: Calculate the present value of an uneven cash ow series using a 10 percent discount rate and PV1 though PV5 Assume cash ows are:.

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PV1: enter FV = 1,000; I/Y = 10; N = 1; CPT PV1 = 90909 PV2: enter FV = 700; I/Y = 10; N = 2; CPT PV2 = 57851 0; I/Y = 10; N = 3; CPT PV3 = 000 PV3: enter FV = PV4: enter FV = 5,000; I/Y = 10; N = 4; CPT PV4 = 3,41507 PV5: enter FV = 2,500; I/Y = 10; N = 5; CPT PV5 = 1,55230 Add up the PVs 3,47977 D Regarding Example 2, what you are really doing is nding the NPV of a series of cash ows: Solution: 0[CF0]; 1,000 CFj; 700 CFj; 0 [CFj]; 5,000 [CFj]; 2,500 [CFj]; 10 [I]; [NPV] $3,47977 7 In ation-adjusted earnings rate A Nominal rate of return investors require is: nominal risk-free rate = (1 real risk-free rate) (1 + in ation rate) 1 B Real risk-free rate = [(1 + nominal risk-free rate)/(1 + in ation rate)] 1 C Calculate the nominal risk-free rate if the real rate is 5 percent and the expected in ation rate is 3 percent: (105) (103) 1 = 815 percent 8 Serial payments A A serial payment is a payment that increases at some constant rate on an annual basis; the constant rate is usually in ation B The last serial payment will have the same purchasing power as the initial serial payment C Serial payments are not xed payments like annuities; the rst serial payment will be less than an annuity payment, but the last serial payment will be more than an annuity payment D Example 1: Assume Jeff wants to start a business in ve years He needs to have $250,000 (today s dollars) in ve years to nance his business In ation is expected to average 3 percent, and Jeff can earn an 8 percent annual compounded rate on his investments What serial payment should Jeff invest at the end of the rst year Solution: 250,000 FV; 5 N; 0 PV; [(108/103 1)] 100[I]; [PMT] 103 [ ] $46,73678 E Example 2: What is Jeff s payment in the second year Solution: $46,73678 [ ] 103 $48,13888.

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4 Starting an XP Project QR Code JIS X 0510 Recognizer In be able to choose a practice and a physiotherapist that they want and book an appointment in a free slot of he physiotherapist s diary After the customer s choice of diary slot, they will be led to a secure payments page, at which point they will enter their credit card details and will have an appointment booked for them, (provided that the transaction completes successfully) The proposed system aims to automate the process of booking appointments with physiotherapists This will make the entire ordeal much more ef cient for both the physiotherapist and the customer It should also allow for more business for the physiotherapists as they will no longer be losing as many appointments from missed telephone bookings.

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Registration The system will require that both the physiotherapist and the customer are registered before they may use the system The process of registration for both parties, however, is very different The customers will register themselves, lling out their personal details An account for them will be created with a password This account will be stored in a database to be recalled every time the customer logs in The registration part of the system for them will require them to register the practice, and not each individual physiotherapist in that practice The person who registers that practice will have administration rights for that practice, which will mean that they will be able to edit various parts of the details represented with the practice It will be from here that the administrator will be able to add the physiotherapists of the practice.

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For a small practice, the administrator could be the only physiotherapist, but for a larger practice, there may be a secretary This administrator would be able to add a pro le for all the physiotherapists that work in that particular practice These pro les will be stored in a database An individual diary will be available for each physiotherapist in that practice This diary may be accessed and updated by a physiotherapist when they log in On top of there being a pro le page for individual physiotherapists, it will also be possible to have a pro le page for the actual practice, giving details about it, such as address, history of the practice, when established, and so forth This page will be updateable by the practice administrator at any time It will be made from a prede ned template, keeping a certain standard to all the pages.

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