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A resistor of 47.0 , a capacitor of 500 pF, and a coil of 10.0 H are in parallel. What is their complex impedance at a frequency of 2.252 MHz Proceed by the steps as numbered above. 1. 2. 3. 4. 5. G 1/R 1/47.0 0.0213. 1/(6.28fL) 1/(6.28 2.252 10.0) 0.00707. BL BC 6.28fC 6.28 2.252 0.000500 0.00707. B BL BC 0.00707 0.00707 0. Find G2 B 2 0.02132 0.0002 0.00045369. (Again, go to a couple of extra places.) Then R G/0.00045369 0.0213/0.00045369 46.9, and X B/0.00045369 0. 6. The vector R jX is therefore 46.9 j0. This is a pure resistance, almost exactly the value of the resistor in the circuit.

X-link Internet control system software (Continued ).

Sometimes you ll see circuits in which there are several resistors, capacitors, and/or coils in series and parallel combinations. It is not the intent here to analyze all kinds of bizarre circuit situations. That would fill up hundreds of pages with formulas, diagrams, and calculations, and no one would ever read it (assuming any author could stand to write it). A general rule applies to complicated RLC circuits: Such a circuit can usually be reduced to an equivalent circuit that contains one resistor, one capacitor, and one inductor.

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Before investing in the stock of a company, do some research! Do you understand the company s business What is the growth potential of the industry in which the company operates, and how is the company positioned Who are its competitors What is the quality and stability of the company s management Let s assume that you ve answered these questions to your satisfaction. How does this book help you What this book and the ValuePro 2002 software give you are the tools and the guidance that you need to estimate the intrinsic value of a stock. If you like the company, its products, and prospects, you can use our valuation approach to help you decide if the company is undervalued, overvalued, or fairly valued. Stock of even the best-managed company is a poor investment if its price is too high. Your investment decision should be based solely on price versus value. If your analysis shows that a stock is greatly undervalued take the plunge and buy! If it s overvalued, you can sell the stock if you own it; you can sell the stock short (if you are a market pro and know what you re doing); or you can patiently follow its price and acquire it when and if it moves into a more attractive price range. The DCF approach empowers you with the information that you need to buy and sell carefully.

CN3off: StateCN3=0 xout mPin,zPin,[houseC\unitoff] goto letterin CN4: xout mPin,zPin,[houseC\unit5] branch StateCN4,[CN4on,CN4off] CN4on: StateCN4=1 xout mPin,zPin,[houseC\uniton] goto letterin CN4off: StateCN4=0 xout mPin,zPin,[houseC\unitoff] goto letterin CN5: xout mPin,zPin,[houseC\unit6] branch StateAN5,[CN5on,CN5off] CN5on: StateCN5=1 xout mPin,zPin,[houseC\uniton] goto letterin CN5off: StateCN5=0 xout mPin,zPin,[houseC\unitoff] goto letterin DN0: xout mPin,zPin,[houseD\unit1] branch StateDN0,[DN0on,DN0off] DN0on: StateDN0=1 xout mPin,zPin,[houseD\uniton] goto letterin DN0off: StateDN0=0 xout mPin,zPin,[houseD\unitoff] goto letterin DN1: xout mPin,zPin,[houseD\unit2] branch StateDN1,[DN1on,DN1off] DN1on: StateDN1=1 xout mPin,zPin,[houseD\uniton] goto letterin DN1off: StateDN1=0 xout mPin,zPin,[houseD\unitoff] goto letterin DN2: xout mPin,zPin,[houseD\unit3] branch StateDN2,[DN2on,DN2off] DN2on: StateDN2=1 xout mPin,zPin,[houseD\uniton] goto letterin DN2off: StateDN2=0 xout mPin,zPin,[houseD\unitoff]

Resistances in series simply add. Inductances in series also add. Capacitances in series combine in a somewhat more complicated way. If you don t remember the formula, it is 1/C 1/C1 1/C2 1/Cn

where C1, C2, , Cn are the individual capacitances and C is the total capacitance. Once you ve found 1/C, take its reciprocal to obtain C.

Listing 25-1

296 RLC circuit analysis An example of a complicated series RLC circuit is shown in Fig. 16-8A. The equivalent circuit, with just one resistor, one capacitor, and one coil, is shown in Fig. 16-813.

The value of a financial investment (stock, bond, mortgage, money market account, etc.) equals the present value of its expected future cash flows, discounted (reduced) for the risk and timing of those cash flows. This basic relationship underlies the theory of finance. It s so basic and important that it warrants more description and some valuation-related definitions. Expected cash flows are the most likely cash payments (dividends, interest, capital appreciation) that you can expect (not hope) to receive from a stock or investment that you own, or moneys that you are expected to pay under a debt that you owe, such as a loan or a mortgage. To discount means to multiply a number by less than one. The discount rate that you should use in any valuation depends upon the tim-

X-link Internet control system software (Continued ).

In parallel, resistances and inductances combine the way capacitances do in series. Capacitances just add up. An example of a complicated parallel RLC circuit is shown in Fig. 16-9A. The equivalent circuit, with just one resistor, one capacitor, and one coil, is shown in Fig. 16-9B.

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