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Again, since bene ts is centered at the mean of all 240 cases, b0 = 3.157 represents the predicted value of intention in the NOREC group, given that the person s score on bene ts equals the mean of the full sample, MBENEFIT = 3.321. Here, b1 = 0.234 represents the slope in the NOREC group. We note that as we predicted, the slope of the regression of intention on bene ts is larger in the group that received the recommendation; yet these two analyses provide no test of whether the difference in slopes is large enough to achieve conventional levels of statistical signi cance, a test provided by specifying a regression equation containing the interaction between the recommendation variable and bene ts. Contrast Code and the Interaction Test We now examine the interaction between recommendation and bene ts to test Hypothesis 8 directly. We create a contrast code CONTRREC for the respeci ed two-group recommendation predictor (REC vs. NOREC). We use the formulae we used previously to construct contrast codes for sets of groups. With K1 = 1 group in the rst set (the REC group) and K2 = 1 group in the second set (the NOREC group), we assign the code K2/(K1 + K2) = .50000 to the REC group and K1/(K1 + K2) = .50000 to the NOREC group. Note that these codes are one unit apart, following the rule we previously speci ed. We form the crossproduct term between the categorical CONTRREC and continuous BENEFITC variable as BENEFITC*CONTRREC, which yields the regression equation Y = b0 + b1 BENEFITC + b2 CONTRREC + b3 BENEFITC*CONTRREC (19.34)

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Explain how each numerator item in the CVP equation is an individual item that can be calculated on its own to find the necessary sales revenue to cover that item. Calculate each element in the numerator individually item by item and total the individual calculations to confirm the $407,730 for total sales revenue required is correct.

Internet certainly is forcing changes in data route capacity, right up to the subscriber. Privatization schemes now being implemented in many countries around the world will indeed have impact, as well, on network structure. In the following section we discuss the digital network from the perspective of the overall PSTN. Certainly the information is valid for private networks as well, particularly if private networks are backed up by the local PSTN.

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A general classi cation of logical channels is presented by the authors [3], who divide the logical channels into two groups: control channels and traf c channels. The control channels are used for transfer of control plane information, and the traf c channels are used for the transfer of user plane information only. The control and traf c channels can be summarized as follows: . Broadcast control channel (BCCH), for broadcasting system control information in the downlink. . Paging control channel (PCCH), for transferring paging information in the downlink (used when the network does not know the cell location of the UE, or, the UE is in a cell-connected state). . Common control channel (CCCH), for transmitting control information between the network and UEs in both directions (commonly used by UEs that either have no RRC connection with the network or use common transport channels when accessing a new cell after cell reselection). . Dedicated control channel (DCCH), a point-to-point bidirectional channel for transmitting dedicated control information between the network and a UE (established through the RRC connection setup procedure). . Dedicated traf c channel (DTCH), a point-to-point channel, dedicated to one UE for the transfer of user information (a DTCH can exist in both uplink and downlink directions). . Common traf c channel (CTCH), a point-to-multipoint unidirectional channel for transfer of dedicated user information for all or a group of speci ed UEs. The mapping between logical channels and transport ones is depicted in Figure 2.5.

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of ways First, drive theories are more descriptive than prescriptive That is, drive theories link arousal and performance, but they do not explain how arousal exerts its impact Second, in drive theory models, there are often debates concerning how the notion of arousal should be conceptualized (eg, as a physiological construct, emotional construct, or both) Third, as will be seen, there are situations in which certain drive theories have trouble accounting for observed behavior Yerkes-Dodson Effect The Yerkes-Dodson (1908) effect, often termed the invertedU theory, refers to the idea that as arousal increases, so does performance, but only to a certain point In essence, performance is optimal at intermediate levels of arousal Too little arousal, and the basketball player will not have the tools necessary to make the shot Too much arousal, and again the shot will be missed.

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