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(b) If each ball is not replaced, then the events are dependent and P(R1 > W2 > B3) P(R1) P(W2 u R1) P(B3 u R1 > W2) 6 6 4 5 5 4 4 5 5 5 3 5

4 91

15.13 Model the op amp of Fig. 15-34(a) as a subcircuit and use it to nd the frequency response of V3 =Vac in Fig. 15-34 b for f varying from 1 MHz to 1 GHz.

event 4 on first toss or 4 on second toss or both event at least one 4 turns up,

Output Scalene Not a triangle Bad inputs Isosceles Not a triangle Bad inputs Equilateral Bad inputs

Fig. 15-34

and we require P(A1 < A2).

Events A1 and A2 are not mutually exclusive, but they are independent. Hence, by (10) and (21), P(A1 < A2) P(A1) P(A1) 1 6 1 6 P(A2) P(A2) P(A1 > A2) P(A1) P(A2) 11 36 1

CHAP. 15]

5.98. 501.0

* node * node * node * node * node Rin Cin Rout Eout .ENDS Vac R1 Rf X1 .MODEL .STEP .AC .PROBE .END

5.100. 26.2

5.104. (a) 0.733 ton (b) 38.60

1 2 3 4 5

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A multiple-condition testing criterion requires that each primitive relation condition is evaluated both true and false. Additionally, all combinations of T/F for the primitive relations in a condition must be tried. Note that lazy evaluation3 of expressions will eliminate some combinations. For example, in an and of two primitive relations, the second will not be evaluated if the rst one is false.

5.106. (a) 0.000576 inch (b) 72.1%, 93.3%, 99.76%

the non-inverting input the inverting input the output the output reference (negative end of dependent source) the positive end of dependent source 1 2 10 E5 1 2 100 pF 3 5 10 k 5 4 1 2 1 E5 1 0 1 2 2 3 0 2 3 0 GAIN LIN LIN AC 10 m 0 10 k Rgain 1 OPAMP RES(R 1 RES Rgain(R) 1 k 801 k 500 1000 k 1 000 000 k

5.108. (a) 0.7349 inch, 0.00495 inch 5.111. (a) 0 (b) 4 (c) 0 (d) 25.86 5.114. 0, 26.25, 0, 1193.1 5.115. 7

5.110. (a) 6 (b) 40 (c) 288 (d) 2188 5.112. (a) 1 (b) 5 (c) 91 (d) 53

200 k

4, 22,

The frequency response is graphed in Fig. 15-34(c). Compared with the open-loop circuit of Fig. 1533(a), the dc gain is reduced and the bandwidth is increased.

5.122. (a) 0 (c) 92.35 (e) 26.2 (g) 739.38 (i) 706,428 (b) 52.95 (d) 7158.20 (f) 7.28 (h) 22,247 (j) 24,545 5.123. (a) 0.2464 (b) 2.62 5.124. (a) 0.9190 (b) 2.94 5.127. (a) 7.2 (b) 8.4

In the pseudocode in Example 10.3, there are multiple conditions in each decision statement. Primitives that are not executed because of lazy evaluation are shown with an X .

5.125. first distribution 5.128. (a) 106 (b) 4

15.14 Referring to the RC circuit of Fig. 15-22, choose the height of the initial pulse such that the voltage across the capacitor reaches 10 V in 0.5 ms. Verify your answer by plotting Vc for 0 < t < 2 ms.

5.130. (a) 78.7 (b) 0.0090

response of RC, dead beat in RC/2 seconds 1 0 PULSE( 10 25:415 1:0E 6 1:0E 6 0:5 m 3 m 1 2 1k 2 0 1u 1:0E 6 2:0E 3 UIC

As we remarked in 5 (see page 158), a statistic is called an unbiased estimator of a population parameter if the mean or expectation of the statistic is equal to the parameter. The corresponding value of the statistic is then called an unbiased estimate of the parameter.

# EXAMPLE 6.1 The mean X and variance S 2 as defined on pages 155 and 158 are unbiased estimators of the popula^ # tion mean m and variance s2, since E(X) m, E(S 2) s2. The values x and ^2 are then called unbiased estimates. Hows # ^ ^ ever, S is actually a biased estimator of s, since in general E(S) 2 s.

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