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__Text Corrections__

Page 2, last sentence:
10% of $40 trillion is $4 trillion.

Page 61,
Fig. 2.8: The electron mobility
curve is not plotted correctly. Corrected Figure 2.8

Page 205, Fig. 4.23: The
drawing is incorrect – contact openings are missing and misalignment occurred
due to a computer composition error.
Corrected Figures

Page 209, Table 4.2:
First line should be K^{’}_{n} and K^{’}_{p}

Page 209, Exercise : The
first answer should be KP = 25 uA/V^{2}

Page 229, Figs. 4.36(a)
and (b): Source and drain labels,
S and D, are reversed.

Page 230, just below the
center of the page: … for which V_{GS} = +2.71 V, -2.66 V

Page 230, next line: V_{GS}
> -V_{TP} ( = -1 V)

Page 261: Table 4.7
should be Table 4.6.

Page 265: Table 4.8
should be Table 4.7.

Page 425: Eqs. 6.57 and
6.58 should both be preceded by a minus sign.

Page 475: Example 7.1:
The equation for R_{onn} is incorrect. The “1/2” term in the denominator should be 2V_{TN}/(V_{DD}-V_{TN}) = 2(0.75)/(3.3) = 0.454. Then, R_{onn} = 1890 Ohms,
(W/L)_{n} = 8.30/1, and (W/L)_{p} = 20.8/1.

Page 476: The answers to
the exercise should be 7.03/1, 17.6/1 with R_{onn} = 2030 Ohms

Page 810: The words “low-pass” should not
appear above Fig. 12.6(b).

Page
1012, Table 14.10: The Common-gate
voltage gain expression should be +V_{DD}.

Page
1042: Equation for C_{2} in middle of the page should be …<< 474
Ohms or C_{2} >> 672
pF

Page
1068, Eq. 15.1: v_{s}
should be v_{i} in the denominator of the fourth term in brackets.

Page
1343, Eq. 17.155: R_{O1} should be R_{o1}

Page
1344, Eq. 17.157: R_{O2} should be R_{o2} and 54.2 should be
54.2 kOhms

Page 1363, Eq. 17.200: V_{O}(t)
should be v_{O}(t)

Page 1395, Eq. 18.36: A_{tr} = y^{A}_{21
}/ [ y^{A}_{21} y^{F}_{12 }- (G_{I }+
y^{T}_{11})( y^{T}_{22 }+ g_{L})]

Page 1482, Table B.3: The units on mobility UO should
be cm^{2}/v-s

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__Problem
Statements__

15.45 Use the Fourier analysis
mode instead of distortion analysis in SPICE.

15.47 v_{ic} = 5 V
exceeds the common-mode input range of the amplifier. Use R_{C} =
240 k Ohms.

15.55 Use the Fourier
analysis mode instead of distortion analysis in SPICE.

15.67 Use the Fourier
analysis mode instead of distortion analysis in SPICE.

15.70 Use the Fourier
analysis mode instead of distortion analysis in SPICE.

15.139 Problem should refer to Fig. 15.57

15.140 Problem should refer to Fig.
15.58(a)-Use I_{S} = I_{B} = 2 mA and R_{B} = 600 Ohms.

15.141 Problem should refer to Fig.
15.56(a)

15.142 Problem should refer to Fig.
15.56(b)

16.3 Problem should refer to Fig.
15.16(a).

16.7 Problem should refer to Fig.
15.16(b).

16.22
Use
b_{FO} = 50 and V_{A}
= 60 V

16.49
The
problem should refer to Figs. 16.19 and 16.22.

16.59 Use b_{FO} = 50 and V_{A} = 60
V

16.60 Use b_{FO} = 50 and V_{A} = 60
V

16.64 Problem should refer to
Fig. 16.82.

17.19 R_{S} = 6.8 kOhms

17.20 R_{S} = 10 kOhms

17.39 Use: s^{6} + 142s^{5} + 4757s^{4} +
58230s^{3} + 256950s^{2} + 398000s + 300000

17.45 Use V_{DD} = 12 V and R_{D}
= 10 kOhms

17.93
R_{C} = 600 Ohms

18.18
R_{O} should be R_{o}, and R_{ID} should be R_{id}

18.22
R_{S} should be R_{I}

18.34 “form” should be “for”

18.38 “output across r_{o2}.”

18.52 (a)
Use the values in Problem 18.15

(b)
Use the values in Problem 18.30

(c)
Use the values in Problem 18.33

(d)
Use the values in Problem 18.21

18.101 Reference to Prob. 18.91 should be 18.100