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6 gives the marginal revenue product. It is obtained from the increase in the total revenue in column 5. b. The MPP that results from employing each additional unit of the variable resource (together with xed amounts of other resources) declines because of the law of diminishing returns. The MRP declines because MPP declines. We know that this rm is a perfect competitor in the product market because product price remains constant at $1 per unit regardless of the quantity of the product sold by the rm. Solved Problem 16.3 Explain how much of each variable resource a rm should hire in order to maximize total pro ts, if the rm is an imperfect competitor in the resource markets. Solution: When an imperfect competitor in the resource markets wants to hire more of a resource, it will have to pay a higher price, not only on the additional units of the resource but also on all previous units of the resource hired. Thus, the increase in the total costs of hiring an additional unit of the resource or marginal resource cost (MRC) exceeds the resource price. The rm will maximize total pro ts when it hires variable resources as long as each resource MRP exceeds its MRC and until they are equal. With variable resources labor (L) and capital (K), the rm maximizes total pro ts when MRPL = MRCL and MRPK = MRCK. Another way of stating the pro t-maximizing condition is to say that a rm should hire resources until the MRP per dollar spent on each resource is the same. Once again, this rule can be extended to any number of variable resources.

Example 13.5 IBMLAN.INI Stanzas for NetBIOS over TCP/IP net1 = TCPBEUI$,0,LM10,100,150,14 net2 = NETBEUI$,0,LM10,100,150,14 ... wrknets = NET1, NET2 ... srvnets = NET1, NET2

( c ) For the last system, H3(eJw) may be factored as follows:

The group delay of H3(eJm) thus the sum of the group delays of these two factors. Furthermore, the group is delay of each factor may be found straightforwardly by differentiating the phase. However. the group delay of these terms may also be found from t2(w) in part (b) if we use the modulation property of the DTFT. Specifically, recall that if X(ejw) is the DTFT of x(n), the DTFT of ejn0x(n)is

, Therefore, if the group delay of x ( n ) is ~ ( w )the group delay of ejdx(n) will be r(w - 8). In part (b), we found that the group delay of H (ej") = 1/(I - cue-'") is

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FOURIER ANALYSIS Thus, it follows from the modulation property that the group delay of H(ejw)= ]/(I - ae-~(~-O') is

Find the DTFT of each of the following sequences:

- 184 -

(b) xz(n) = CY" sin(nwo) u(n)

( c ) x3(n) =

1A;)"

+ 3)

17

Now you can reboot the machine. To finish up, you'll need to update the NetBIOS Name List and Broadcast List for name service by running MPTS configuration and selecting Adapters and Protocol Services Configure LAN Adapters and Protocols. Highlight IBM OS/2 NETBIOS OVER TCP/IP and select Edit. On the NetBIOS over TCP/IP panel, bring up the Edit/Change menus for the NetBIOS and broadcast lists. Finally, register the name list changes by invoking \IBMCOM\RFCADDR.

DTFT may be evaluated directly as follows:

(b) The best way to find the DTFTofxz(n)is toexpress the sinusoid as a sum of twocomplexexponentials as follows:

Therefore,

Because the DTFT of the output of a linear shift-invariant filter with frequency response H ( e j w ) is

where x ( e j w ) is the DTFT of the input, it follows that an LSI system cannot produce frequencies in the output that are not present in the input. Therefore, if a system introduces new frequencies. the system must be nonlinear and/or shift-varying. For each of the following systems, find the frequencies that are present in the output when x(n) = cos(nwo):

The DAVE toolkit distributed by Thursby Software Systems, Inc., brings the CIFS/SMB world onto the Macintosh desktop. DAVE implements all services defined by the CIFS protocol, as well as WINS support and Windows domain logins. A DAVE client can act as both CIFS/SMB client and CIFS/SMB server. Other features include support for WinPopup messages and network printing. DAVE clients access CIFS/SMB services using the standard Macintosh chooser interface (Figure 13.6). From the chooser, users can interact with Windows workgroup and domain services just as they would if they resided in a local Appletalk network. Windows clients interact with resources residing on a Macintosh server using standard browse interfaces like Network Neighborhood.

(a) With x(n) = cos(nmo), the output of the square-law device is y(n) = cos2(nw) Using the trigonometric identity cos2 A = it follows that y(n) =

cos(2A)

+ f cos(2nm)

In This :

wo. Therefore, although the only frequencies present in the input are w = f the frequencies in the output are w = 0, f2mn. Because this system is nonlinear, it creates frequencies in the output that are not in the input. (b) For the modulator, the output is

DAVE is compatible with Windows 9x, Windows NT and Windows 2000. For more information, refer to the Thursby Web page: http://www.thursby.com.

Using the trigonometric identity 2cos A cos B = cos(A + B) + cos(A - B) it follows that y(n) = cos(nmo

cos(mn -

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