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son (the payee) a speci c sum of money at a speci c time, with or with out interest. A promissory note is used for the following reasons: 1. The holder of a note can usually obtain money by taking the note to the bank and selling it (discounting the note). 2. The note is a written agreement of a debt and is better evidence than an open account. 3. The note facilitates the sale of merchandise on long-term or in stallment plans. For a note to be negotiable, it must meet the requirements of the Uni form Negotiable Instrument Law. This legislation states that the instru ment: 1. The note must be in writing and signed by the maker. 2. The note must contain an order to pay a de nite sum of money. 3. The note must be payable to order on demand or at a xed future time.

and the Laplace-domain transfer function is T s V2 R = R1 R2 Kb 2 R1 R2 VS sReq C2 1 s C 1 R1 R2

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From T s , it is apparent that the circuit forms a low-pass lter with low-frequency gain T 0 R2 = R1 R2 and a corner frequency at !1 1= 1 1=Req C2 . Its Bode plot is sketched in Fig. 8-16(b).

For the ampli er of Fig. 3-10, assume that CC ! 1; hre hoe 0, and Ri 0. The bypass capacitor CE cannot be neglected. Find expressions for (a) the current-gain ratio Ai s , (b) the current-gain ratio at low frequencies, and (c) the midfrequency current-gain ratio. (d) Determine the low-frequency cuto point, and sketch the asymptotic Bode plot (Mdb only).

Fig. 37-4

(a) The small-signal low-frequency equivalent circuit is given in Fig. 8-4. By current division for Laplacedomain quantities, Ib RB I RB hie ZE i 1

(2) (3)

Inverse Tangent (Arc Tangent) y = tan x <x< 2 2 x = tan 1 y [all y]

For the sake of simplicity, interest is commonly computed on the basis of a 360-day year divided into 12 months of 30 days each. Two widely used methods are the cancellation method and the 6 percent, 60-days method. The Cancellation Method Consider a note for $400 at 6 percent for 90 days. The principal is the face amount of the note ($400). The rate of interest is written as a fraction: 6/100. The time, if less than a year, is expressed as a fraction by dividing the number of days the note runs by the number of days in a year: 90/360. Thus Interest = $400 (6/100) (90 /360) = $6 The 6 Percent, 60-Days Method The 6 percent, 60-days Method is a variation of the cancellation method, based on the fact that 60 days, or 1/6 of a year, at 6 percent is equivalent to 1 percent, so that the interest is obtained by shifting the decimal point of the principal two places to the left.

Substitution of (1) into (3) gives the current-gain ratio as hfe RB IL RC Ii RC RL RB hie ZE Using (2) in (4) and rearranging leads to the desired current-gain ratio: hfe RC RB sRE CE 1 IL RC RL RE RB hie Ai s R C R hie Ii 1 s E E B RE RB hie (b) The low-frequency current-gain ratio follows from letting s ! 0 in (5): Ai 0 lim (c) hfe RC RB IL Ii RC RL RE RB hie 6 4

The midfrequency current-gain ratio is obtained by letting s ! 1 in (5): Ai 1 lim hfe RC RB IL Ii RC RL RB hie 7

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