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ln x is an increasing function. 1 > 0, ln x must be an increasing function. x ln u = ln v implies u = v. 1 < ln 2 < 1. 2

From the results of Problem 6.44, Av1 hfc RE kRB2 khie 100 818:2 0:9879 hic hrc hfc RE kRB2 khie 1 103 1 100 818:2

and from the results of Problem 6.7, Av2 Then hfe RL RC 100 5 103 5 103 100 hie RL RC 1 103 5 103 5 103 Av Av1 Av2 0:9879 100 98:79

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Proof: The maximum of 1/t on [1, 2] is 1, and the minimum is 1 . Hence, by Problem 30.3(b), 1 (2 1) < 2 2 1(2 1); that is,

(b) From the results of Problem 6.21, Ai1 hfc RB1 ie1 100 47:37 103 3 1 103 1 100 818:2 is RB1 hic hrc hfc RE kRB2 khie 47:37 10

36:38 and again from Problem 6.7, Ai2 Then RE kRB2 hie 4:5 103 1 103 A 100 16:36 RL RE kRB2 hie v2 5 103 4:5 103 1 103 Ai Ai1 Ai2 36:38 16:36 595:2

We shall see later that ln 2 is 0.693 , and we shall assume this value in what follows. PROPERTY 12.

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(c) 170,000 (d) 140,000 Solved Problem 9.2 Compute the cost of goods sold from the following information: Beginning Inventory, $30,000; Purchases, $70,000; Pur chase Returns, $3,000; Ending Inventory, $34,000. Solution: Beginning Inventory Purchases Less: Purchase Returns Net Purchases Goods Available for Sale Less: Ending Inventory Cost of Goods Sold $30,000 $70,000 3,000 $67,000 $97,000 34,000 $63,000

Note that, in this problem, we made use of the labor-saving technique of applying results determined for single-stage ampli ers to the individual stages of a cascaded (multistage) ampli er.

For the cascaded ampli er of Fig. 6-24(a), let CC CE 100 F; RE2 600 ; and vS 10 sin 20 103 mV. All other resistors have the values of Problem 6.24. The transistors are characterized by the SPICE default npn model. Apply SPICE methods to determine (a) the overall voltage gain and (b) the overall current gain.

Proof: By Property 9, we need only show that ln x eventually exceeds any given positive integer k. For x > 22k , ln x > ln 22k = 2k ln 2 So PROPERTY 13. Proof: Let u = 1 ln x > 2k 2

(a) The following netlist code describes the circuit:

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Prb6_25.CIR vs 1 0 SIN(0 10mV 10kHz) VCC 5 0 DC 15V CC1 1 2 100uF CC2 3 4 100uF CC3 6 8 100uF CE 7 0 100uF R11 2 0 100kohm R12 5 2 90kohm R22 5 4 90kohm R21 4 0 10kohm RE 3 0 9kohm RC 5 6 5kohm RL 8 0 5kohm RE2 7 0 600ohm Q1 5 2 3 QNPN Q2 6 4 7 QNPN .MODEL QNPN NPN() .PROBE .TRAN 5us 0.2ms 0s 1us .END

[by Property 8] [by Property 11]

Execute hPrb6_25.CIRi and use the Probe feature of PSpice to plot the waveform of output voltage vL shown in the upper plot of Fig. 6-25(a). Since the waveform has some distortion, the Fourier trans-

Solved Problem 9.3 Prepare an income statement based on the follow ing data. (a) (b) (c) (d) (e) (f ) Merchandise Inventory, Jan. 1, 2000, $30,000 Merchandise Inventory, Dec. 31, 2000, $24,000 Purchases, $66,000 Sales Income, $103,000 Purchase Returns, $2,000 Total expenses, $27,900

CHAP. 6]

[by Property 7] [by Property 12]

Fig. 6-25

form has been implemented using the FFT feature of PSpice to determine the value of the fundamental frequency component of vL as shown in the lower plot of Fig. 6-25(a). Then Av 1:003 100:3 0:01

The negative sign indicates that vL has a 1808 phase shift with respect to vS . (b) Use the Probe and FFT features of PSpice to plot the Fourier spectra of the input current I(CC1) and the output current I(RL) as shown by Fig. 6-25(b). The current gain is found as the ratio of the marked spectra fundamental component values of Fig. 6-25(b : Ai 200:6 10 3 734:3 273:2 10 6

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