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The number o microstates among which the system unf f dergoes transitions, and which thereby share uniform probability o occupation, increases to the maximum permitted by the imposed constraints This statement is strikingly reminiscent of the entropy postulate of thermodynamics, according to which the entropy increases to the maximum permitted by the imposed constraints It suggests that the entropy can be identified with the number of microstates consistent with the imposed macroscopic constraints One difficulty arises: The entropy is additive (extensive), whereas the number of microstates is multiplicative The number of microstates available to two systems is the product of the numbers available to each ( .) To interpret the entropy, then, we require an additive quantity that measures the number of microstates available to a system.

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FIGURE A-2

The (unique!) answer is to identtfi the entropy f f with the logarithm o the number o available microstates (the logarithm of a product being the sum of the logarithms) Thus.

Because the single-particle distribution function (7.47) can be obtained by integration from the two-particle distribution function,

The two text boxes under the Isolines on Surfaces and Meshes label control the SURFU and SURFV system variables, which I cover in the Creating Plane Surfaces section of 23. These set the default number of isolines on surfaces and meshes.

61(c$) = wo(E) =

! Move the Shadow slider further to the right until a measurement of the black belt in its darkest area reaches close to 95 percent.

G(M, K - 1)

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City of Anywhere Reconciliation of the Balance Sheet of Governmental Funds to the Statement of Net Assets June 30, 20XX Amounts reported for governmental activities in the Statement of Net Assets are different because: Total fund balances governmental funds Inventories recorded in the Statement of Net Assets are recorded as expenditures in the governmental funds Capital assets used in governmental activities are not financial resources and therefore are not reported in the funds Other long-term assets are not available to pay for current period expenditures and therefore are deferred in the funds Long-term liabilities are not due and payable in the current period and accordingly are not reported in the funds: Bonds and notes payable Accrued interest payable Other long-term liabilities Net assets (deficit) of governmental activities $(xx,xxx) xx,xxx xx,xxx xx,xxx (xx,xxx) (xx,xxx) (xx,xxx) $(xx,xxx)

ANSWER : 2 (

Refer to Figure 29.1 for some examples of command aliases. Note that the space between the columns is not necessary it simply improves readability.

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6.75 A dri verless automobile is under developme nt. One critical issue is braking, parti cularly at red lights. It is decided that the braking effort should depend on di stance to the li ght (if you're close, you better stop now) and speed (if you 're goin g fast, you' ll need more brakes). The res ultin g design equation is braking effort

If you see someone watching Leno or Letterman on their laptop during your morning commute, don t be surprised. A new TiVo feature called TiVoToGo lets you copy programs recorded on your TiVo to any PC and then watch the program at your convenience.

By using the Clone Source palette, it is easy to rewind to the first frame. Alt+click (Option+click) it to use it as a source, and use the overlay to place it over each of the next few frames to clone out the company with a few quick swipes of the mouse. Although the couple is moving, it s easy to use the architecture of the building as well as the light in the flower bed to line up the overlay exactly (see Figure 16.13). After you line up the overlay, simply click and drag over the areas you want to hide and the illusion is perfect (see Figure 16.14).

We need to get beyond traditional de nitions of quality and recognize that the person on the other side of the transaction sees quality far differently from the way you do. And both of you are right.

The ARRAY Command (Rectangular)

where e:(i) = u i E G i - ~ , eF(i) = uiCt&, Gi = w 0 - wi, and @(i) defined by (22.13).

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