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the absence of a clear agreement, the law provides that all partners share equally, regardless of the differences in time devoted or capital con tributed. Below are outlined the principal methods for pro t and loss distribu tion: Fixed or Capital Basis Pro ts and losses are generally divided equally in a xed ratio or in a ra tio based on the amounts of capital contributed by the partners. Interest Basis Under this method, each partner is paid interest on his or her capital in vestment, and the remaining net income is divided in a xed ratio or on some other basis. Thus, a partner s share depends on his or her capital in vestment. Salary Basis The partners may agree to give recognition to contributions in the form of services, while the remaining net income may be divided equally or in a xed ratio. Salary-Plus-Interest Basis Here, services rendered to the business and capital contribution jointly determine the income division. Each partner gets a salary, and, at the same time, interest on capital. If any balance remains, it is divided in an agreed ratio.

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(9.13)

The inverting summer ampli er (or inverting adder) of Fig. 9-4 is formed by adding parallel inputs to the inverting ampli er of Fig. 9-2. Its output is a weighted sum of the inputs, but inverted in polarity. In an ideal op amp, there is no limit to the number of inputs; however, the gain is reduced as inputs are added to a practical op amp (see Problem 9.31).

Example 9.5. Find an expression for the output of the inverting summer ampli er of Fig. 9-4, assuming the basic op amp is ideal.

RULE 2. Dx (c f (x)) = c Dx f (x) where c is a constant. For a proof, see Problem 12.1(b).

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We use the principle of superposition. With vS2 vS3 0, the current in R1 is not a ected by the presence of R2 and R3 , since the inverting node is a virtual ground (see Problem 9.1). Hence, the output voltage due to vS1 is, by (9.5), vo1 RF =R1 vS1 . Similarly, vo2 RF =R2 vS2 and vo3 RF =R3 vS3 . Then, by superposition, v v v vo vo1 vo2 vo3 RF S1 S2 S3 R1 R2 R3

The introduction of a capacitor into the input path of an op amp leads to time di erentiation of the input signal. The circuit of Fig. 9-5 represents the simplest inverting di erentiator involving an op amp. As such, the circuit nds limited practical use, since high-frequency noise can produce a derivative whose magnitude is comparable to that of the signal. In practice, high-pass ltering is utilized to reduce the e ects of noise (see Problem 9.7).

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(a) Dx (7x 2 ) = 7 Dx (x 2 ) = 7 2x = 14x (b) Dx (12x 3 ) = 12 Dx (x 3 ) = 12(3x 2 ) = 36x 2 (c) Dx 4 x = Dx ( 4) 1 x = 4 Dx 1 x 1 = 4 2 x 4 = 2 x

When the partnership lacks a clear agreement es tablishing the division of net income or loss, the law provides that all partners share equally, regardless of the differences in time devoted or capital con tributed.

By (3.2), IB And, directly from (3.4), IE IC IB 1:2 10 3 23:94 10 6 1:224 mA IC ICEO 1:2 10 3 3 10 6 23:94 A 50

A Ge transistor with 100 has a base-to-collector leakage current ICBO of 5 A. If the transistor is connected for common-emitter operation, nd the collector current for (a) IB 0 and (b) IB 40 A.

(d) Dx (3x 3 + 5x 2 + 2x + 4) = Dx (3x 3 ) + Dx (5x 2 ) + Dx (2x) + Dx (4) = 3 Dx (x 3 ) + 5 Dx (x 2 ) + 2 Dx (x) + 0 = 3(3x 2 ) + 5(2x) + 2(1) = 9x 2 + 10x + 2

(a) With IB 0, only emitter-to-collector leakage ows, and, by (3.3), ICEO 1 ICBO 100 1 5 10 6 505 A (b) If we substitute (3.3) into (3.2) and solve for IC , we get IC IB 1 ICBO 100 40 10 6 101 5 10 6 4:505 mA

By (3.2) and (3.3), so that And, from (3.2) and (3.4), ICQ IBQ ICEO 49 100 10 6 0:25 10 3 5:15 mA IEQ ICQ IBQ 5:15 10 3 100 10 6 5:25 mA ICEO 0:98 49 1 1 0:98 1 ICBO 49 1 5 10 6 0:25 mA

CHAP. 12]

The transistor of Fig. 3-11 has 0:98 and a base current of 30 A. and (c) IEQ . Assume negligible leakage current.

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