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The l2/4 term has dimensions of area, and in fact, from Eq. (6.15) it is the effective area of an isotropic antenna. Denoting this by A0 gives [A0] 10 log l2 4 (12.43)

Since frequency rather than wavelength is normally known, it is left as an exercise for the student to show that with frequency f in gigahertz, Eq. (12.43) can be rewritten as [A0] (21.45 20 log f) (12.44)

Combining this with Eq. (12.42) and rearranging slightly gives the EIRP as [EIRP] [

[A0]

[FSL]

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The demand schedule for an individual speci es the units of a good or service that the individual is willing and able to purchase at alternative prices during a given period of time. The relationship between price and quantity demanded is inverse: more units are purchased at lower prices because of a substitution effect and an income effect. As a commodity s price falls, an individual normally purchases more of this good since he or she is like-

The Ray object represents a line that extends to infinity in one direction from a specified start point. The AddRay method uses the following syntax to create a new ray: Set RayObject = Object.AddRay(StartPoint, SecondPoint) Table 8-9 provides a brief description of each argument.

(12.45)

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Equation (12.45) was derived on the basis that the only loss present was the spreading loss, denoted by [FSL]. But, as shown in the previous sections, the other propagation losses are the atmospheric absorption loss, the polarization mismatch loss, and the antenna misalignment loss. When allowance is made for these, Eq. (12.45) becomes [EIRP] [

[A0]

[FSL]

[AA]

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ly to substitute it for other goods whose price has remained unchanged. Also, when a commodity s price falls, the purchasing power of an individual with a given income increases, allowing for greater purchases of the commodity. When graphed, the inverse relationship between price and quantity demanded appears as a negatively sloped demand curve. A market demand schedule speci es the units of a good or service all individuals in the market are willing and able to purchase at alternative prices, i.e., Qd = f (P). Example 2.1 Table 2.1 gives an individual s demand and the market demand for a commodity. Column 2 shows one individual s demand for corn the bushels of corn that one individual is willing and able to buy per month at alternative prices. We nd, for example, that the individual buys 3.5 bushels of corn each month when the price is $5 per bushel. If there are 1,000 individuals in the market, the market demand for corn is the sum of the quantities the 1,000 individuals will buy at each price. So for example, 1,000 individuals collectively are willing to purchase 3,500 bushels of corn each month at $5 per bushel. The market demand is shown in the last column, which shows the typical relationship between quantity demanded and price, i.e., more units of a commodity are demanded at lower prices. The market demand for corn is plotted in Figure 2-1 and the curve is labeled D. Note that the demand curve is negatively sloped. The market demand for a good or service is in uenced not only by the commodity s price, but also by the price of other goods and services, Table 2.1

[PL]

A three-element array of doubles that specifies the ray s start with respect to the WCS. A three-element array of doubles that specifies a second point through which the ray passes. This point simply determines the ray s direction.

[AML]

(12.46)

In terms of the total losses given by Eq. (12.12), Eq. (12.46) becomes [EIRP] [

[A0]

[LOSSES]

government franchise and are subject to government regulation. A monopoly may also arise because a rm may own a patent which precludes other rms from producing the same commodity. Under pure monopoly, the rm is the industry and faces the negatively sloped industry demand curve for the commodity. As a result, if the monopolist wants to sell more of the commodity, it must lower its price. Thus, for a monopolist, MR is less than P, and its MR curve lies below its demand curve.

[RFL]

(12.47)

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