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Note that when you add a favorable and unfavorable variance, it is similar to adding a positive and negative number. A variance analysis matrix can be used to show the budget variance and price and sales volume variances in a simple table format. Actual price and the budgeted or standard price are compared to determine if there is a price variance. As well, the budgeted volume and the actual volume are to determine if there is compared a sales volume variance. To determine the amount of the variance, begin at the bottom of the total column and subtract each total from the total shown above. If the product is negative such as ($5,000) below, the variance is unfavorable when dealing with sales revenue inflows since it reduces revenue and, therefore, net income.

(16.181)

In RF ESD design, inductors and capacitor elements can be used to improve the broadband response of circuit networks Inductors at low frequency can be utilized to provide a low impedance path when the voltage across the inductor (eg, VL L(di/dt)) is low Capacitor elements at high frequency can serve as low impedance paths when the current ow through the capacitor (eg, IC C(dv/dt)) is high Galal and Razavi [27,28] showed the utilization of a T-coil network with a bridge capacitor C (Figure 416) During ESD events, the rst inductor L1 is chosen such that the voltage drop across the inductor is low, allowing the current to ow to the ESD network that is placed after the inductor elements Given the ESD robustness of the inductor coil as suf cient, the ESD current will ow from the RF input pad to the ESD network.

(e) The lower bound in the example is tight. Give an example where the code constructed by converting an optimal quaternary code is also the optimal binary code. (f) The upper bound (i.e., LQB < LH + 2) is not tight. In fact, a better bound is LQB LH + 1. Prove this bound, and provide an example where this bound is tight. 5.17 Data compression. Find an optimal set of binary codeword pi li ) for an instantaneous code lengths l1 , l2 , . . . (minimizing for each of the following probability mass functions: 9 8 7 7 (a) p = ( 10 , 41 , 41 , 41 , 41 ) 41

Given an ESD element with high impedance (eg, reverse biased diode, MOSFET, or other elements), at low frequency, the inductor coil impedance will be such that the input impedance is determined by the series resistor impedance and the resistor load, R When the series impedance is zero, and all elements have relatively higher impedance, the load resistor determines the effective input impedance At high frequency, to prevent the inductor coil from causing detrimental impact to functionality, the bridging capacitor serves as a capacitive short across the inductor L1 and L2; this preserves a broadband response of the network Also note, simplifying the network without the bridge capacitor, the inductor L1 and ESD element form an LC L-match network But with the capacitor element, this does not limit the broadband response of the network.

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is in one of the time epochs ti 1 , ti , or ti 1 . Using its genetic information, the sensor knows the last frequencies li 1 , li , and li 1 on which the TA will dwell in the time epochs ti 1 , ti , and ti 1 , respectively. Its strategy, therefore, is to tune in, cyclically, to these frequencies, spending t=3 time units on each of them. It is clear that eventually the sensor meets the TA on one of these frequencies. Assume, without loss of generality, that the sensor meets the TA on frequency l in some (unknown) slot s of one of the epochs ti 1 , ti , or ti 1 . To verify the synchronization, the sensor will attempt to meet the TA in slots s 1, s 2, and s 3 at the start of the next epoch. If a match is found, the sensor declares itself synchronized. Otherwise, the sensor will repeat the process just delineated. It is important to understand that the synchronization protocol outlined is probabilistic: even if a sensor declares itself synchronized, there is a slight chance that it is not. However, a missynchronization will be discovered quickly and the sensor will reattempt to synchronize.

The optimization of the network will be a function of the ESD capacitance term, inductor coil terms, the coupling factor k , the capacitor bridging element, and the resistor load [27,28] Note in this implementation, the ESD element capacitance and the T-coil implementation must be cosynthesized in order to achieve functional and ESD optimization of the design variables (eg, load resistor, series resistance, inductors, coupling factor, and capacitor)..