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33.10 (a) Let R be the region between x = 0 and x = 1 and bounded by the curves y = x 3 and y = 2x. Find the volume of the solid obtained by revolving R about the y-axis. (b) Let R be the region between the curves y = 2x x 2 and y = 1 x. Find 2 the volume of the solid obtained by revolving R about the y-axis. 33.11 Let R be the region in the rst quadrant bounded by y = x 3 + x, x = 2, and the x-axis. (a) Find the volume of the solid obtained by revolving R about the line y = 3. (b) Find the volume of the solid obtained by revolving R about the line x = 1. 33.12 Let R be the region in the rst quadrant bounded by x = 4 y2 and y2 = 4 2x. (a) Sketch R. (b) Find the volume of the solid obtained by revolving R about: (i) the x-axis; (ii) the y-axis. 33.13 Let R be the region in the second quadrant bounded by y = 2x 2 , y = x 2 + x + 2, and the y-axis. (a) Sketch R (b) Find the volume of the solid obtained by revolving R about the y-axis. 33.14 Let R be the region in the second quadrant bounded by y = 1 + x 2 and y = 10. (a) Sketch R. Then nd the volume of the solid obtained by revolving R about: (b) the x-axis; (c) the y-axis; (d) the line y = 1; (e) the line x = 1.

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1. Merchandise Inventory (ending) appears as an _______ in the ________ ( nancial statement). 2. The only account gure that appears on both the income statement and the balance sheet is ______. 3. The beginning balance of Merchandise Inventory would be the same amount as the ending balance of the _______ period. 4. Each of the revenue and each of the expense account balances is closed into the _______ account by means of ________. 5. The accounts with zero balance at the beginning of the year would be those involving ________ and ________. Answers: 1. asset, balance sheet; 2. Merchandise Inventory; 3. preceding; 4. Income Summary, closing entries; 5. income, expenses

After executing hPrb6_20.CIRi, the traces of the input voltage vS V 1 and the output voltage vL V 3 of Fig. 6-20(a) are generated using the Probe feature of PSpice. Since the input voltage

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has been conveniently selected at 1 V peak, the voltage gain is simply equal to the peak value of vL , or Av 29:02 as marked on Fig. 6-20(a). (b) The resulting instantaneous waveforms for iS I vs) and iL I(RL) are shown by the upper plot of Fig. 6-20(b). The current gain is determined by the ratio of maximum or peak values of output current iL to input current iS as displayed by the lower plot of Fig. 6-20(b) where Ai 654:6 10 3 .

34.1 DEFINITION We already know the formula x r+1 +C [r = 1] r+1 There remains the problem of nding an antiderivative of x 1 . Figure 34-1 shows the graph of y = 1/t for t > 0; it is one branch of a hyperbola. For x > 1, the de nite integral x r dx =

Fig. 6-20

Use the CC h-parameter model of Fig. 6-16 to nd expressions for the current-gain ratios (a) Ai0 ie =ib and (b) Ai ie =ii for the ampli er of Fig. 6-2(a).

[x > 0]

Lec RE LE _

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Solved Problem 9.1 The Mills Company purchased merchandise cost ing $150,000. What is the cost of goods sold under each assumption be low Beginning Inventory 100,000 75,000 50,000 0 Ending Inventory 60,000 50,000 30,000 10,000

ib + hre Lec _

[x > 0]

CHAP. 6]

(b) With RTh Rin hic hrc hfc RE = hoc RE 1 , current division at node B gives ib 1 RB ii RB 1 ie Ai0 RB Rin ie RB Rin Ai hfc RB RB Ai A0 RB Rin i RB hic hrc hfc RE = hoc RE 1 hoc RE 1 hfc RB RB hic hoc RE 1 hrc hfc RE

(34.1)

In the two-stage ampli er of Fig. 6-22, the transistors are identical, having hie 1500 , hfe 40, hre % 0, and hoe 30 S. Also, Ri 1 k ; RC2 20 k ; RC1 10 k ; RB1 R11 R12 5 k R11 R12 and RB2

Fig. 6-22

(a) (b) (c) (d)

and so the natural logarithm is the desired antiderivative of x 1 , but only on (0, ). An antiderivative for all x = 0 will be constructed in the following section.

Find (a) the nal-stage voltage gain Av2 vo =vo1 ; (b) the nal-stage input impedance Zin2 ; (c) the initial-stage voltage gain Av1 vo1 =vin ; (d) the ampli er input impedance Zin1 ; and (e) the ampli er voltage gain Av vo =vi .

(a) The nal-stage voltage gain is given by the result of Problem 6.7(a) if the parallel combination of RL and RC is replaced with RC2 : Av2 hfe RC2 40 20 103 333:3 hie 1 hoe RC2 1500 1 30 10 6 20 103

(b) From (4) of Problem 6.11 with hre % 0, Zin2 (c) RB2 hie 5 103 1500 1:154 k RB2 hie 5 103 1500

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