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20.3 A cone-shaped paper cup (see Fig. 20-4) is being lled with water at the rate of 3 cubic centimeters per second. The height of the cup is 10 centimeters and the radius of the base is 5 centimeters. How fast is the water level rising when the level is 4 centimeters

Now if there is total independence of , then RD = must be negligible compared with RE . Further, since only VD and VBEQ are dependent on temperature, RB @ICQ RB RD % @T @ICQ T ICQ % @T @VD @VBEQ 0:002RD 0:002 RD @T @T % RE RB RE RE RB RD 0:002 RD 0:2 RD 100 RE RB RE RB

Hence,

Fig. 20-4

All receipts (cash and checks) received by a business are recorded daily in either a cash receipts or a combination cash journal. For control pur

Because RD ( RB here, the change in ICQ has been reduced appreciably from what it was in the circuit of Example 5.7.

Just as may vary in the BJT, the FET shorted-gate parameters IDSS and Vp0 can vary widely within devices of the same classi cation. It is, however, possible to set the gate-source bias so that, in spite of this variation, the Q point (and hence the quiescent drain current) is con ned within xed limits. The extremes of FET parameter variation are usually speci ed by the manufacturer, and (4.2) may be used to establish upper and lower (worst-case) transfer characteristics (Fig. 5-3). The upper and

CHAP. 5]

At time t (seconds), when the water depth is h, the volume of water in the cup is given by the cone formula V = 1 r 2 h 3 where r is the radius of the top surface. But by similar triangles in Fig. 20-4, r h = 5 10 (Only h is of interest, so we are eliminating r.) Thus, V= and, by the power chain rule, d(h3 ) dh dV = = 3h2 dt 12 dt 12 dt Substituting dV /dt = 3 and h = 4, we obtain 16 dh 4 dt 3 3 dh = 0.24 centimeter per second dt 4 4(3.14) 3= Hence, at the moment when the water level is 4 centimeters, the level is rising at about 0.24 centimeter per second. = h2 4 dh dt 1 3 1 h 2 h= 2 3 h2 4 h= 3 h 12 or r= 5h h = 10 2

Fig. 5-3

lower quiescent points Qmax and Qmin are determined by their ordinates IDQ max and IDQ min ; we assign IDQ max and IDQ min as the limits of allowable variation of IDQ along a dc load line superimposed on the family of nominal drain characteristics. (These in turn establish VDSQ max and VDSQ min , respectively.) This dc load line is established by choosing RD RS in a circuit like that of Fig. 4-5 so that vDS remains within a desired region of the nominal drain characteristics. If now a value of RS is selected such that RS ! jVGSQ max VGSQ min j IDQ max IDQ min 5:18

20.4 A ship B is moving westward toward a xed point A at a speed of 12 knots (nautical miles per hour). At the moment when ship B is 72 nautical miles from A, ship C passes through A, heading due south at 10 knots. How fast is the distance between the ships changing 2 hours after ship C has passed through A