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A rm s demand for a productive resource will increase (i.e., shift up) if: (1) the product demand increases; (2) the productivity of the resource rises; (3) the prices of substitute resources rise; or (4) the prices of complementary resources fall.

put <local file name> [remote file name] Copy the specified file from the local system to the remote server file share If the "remote file name" option is given, then rename the file using the designated name No content translations are performed (binary mode transfer) queue Display print queue jobs by ID, name, size, and status quit See the exit command rd <directory name> See the rmdir command recurse Toggle mput and mget directory recursion When toggled on, these commands will walk the source directory tree collecting files that match the mask pattern See also the mask command rm <mask> Remove files that match the mask pattern from the current working directory on the server file share rmdir <directory name> Remove the specified directory from the server file share tar c|x [IXbgNa] Create or extract a tar archive See the -T command line option above.

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In Chap. 1 we looked at methods for solving difference equations in the "time domain." The DTFT may be used to solve difference equations in the "frequency domain" provided that the initial conditions are zero. The procedure is simply to transform the difference equation into the frequency domain by taking the DTFT of each term in the equation, solving for the desired term, and finding the inverse DTFT.

EXAMPLE 2.7.3 Let us solve the following LCCDE for y ( n ) assuming zero initial conditions,

for x ( n ) = &).

We begin by taking the DTFT of each term in the difference equation:

Because the DTFT of x ( n ) is X ( e j w ) = 1,

See also blocksize and tarmode commands blocksize <blocksize> Causes the tar file to be written out per the specified blocksize multiplied by TBLOCK (TBLOCK is set a compile time, default 512) tarmode <full|inc|reset|noreset> Sets tar behavior per file archive bit settings full all files added to archive inc only include files with archive bit set..

the inverse DTFT of Y (ej") may be easily found using the linearity and shift properties,

The inverse of a system with unit sample response h(n) is a system that has a unit sample response g(n) such that

In terms of the frequency response, it is easy to see that, if the inverse of H ( e J m exists, it is equal to )

Care must be exercised, however, because not all systems are invertible or, if the inverse exists, it may be noncausal. For example, the ideal low-pass filter in Example 2.2.3 does not have an inverse, and the inverse of the system

A rm s demand for a resource (say, labor) depends in large part upon circumstances beyond the rm s control.

- 176 -

~ ( e j " '= 1 - 2e-jm )

which has a unit sample response g(n) = (0.25)"u(n)

- 1)

(a) h ( n ) = 6 ( n )

+ 66(n - 1 ) + 3S(n - 2 )

reset reset the archive bit after adding to archive. noreset don't reset archive bit after adding to archive. setmode <filename> <perm=[+|\-]rsha> Set DOS file permissions. Similar to DOS attrib command. r readonly s system h hidden a archive Example 13.1 smbclient Examples List shares $ smbclient -L wizard -N

( b ) h ( n ) = (T) u(n - 2 ) .

(a) This system has a unit sample response that is finite in length. Therefore, the frequency response is a polynomial in ej", with the coefficients of the polynomial equal to the values of h(n): ~ ( e j " )= 1 This may be shown more formally by writing

An Lth-order moving average filter is a linear shift-invariant system that, for an input x(n), produces the output

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