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1-horsepower motor must be sited a distance d from a portable generator (Figure P242) Assume the generator can be modeled as an ideal source with the voltage given The nameplate on the motor gives the rated voltages and the corresponding full load current: VG = 110 V VM min = 105 V IM FL = 710 A VM max = 117 V IM FL = 637 A The cable must have AWG #14 or larger conductors to carry a current of 7103 A without overheating Determine the maximum length of a rubber insulated cable with AWG #14 conductors which can be used to connect the motor and generator

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The analogy between variance and covariance can be seen by comparing equations 18.5 and 18.2. The variances, standard deviations, and covariance are calculated

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plant to house a production line The total electrical load in the building is 23 kW The nameplates on the loads give the minimum and maximum voltages with the related full load current: VS = 450 V VL min = 446 V IL FL = 5157 A VL max = 463 V IL FL = 4968 A

The McGraw Hill Companies, 2001

Fig 741: Aerostatic work and grinding spindles in action [29]

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in table 18.3, in which the correlation coef cient, r, is 0.78. (There are computational formulas available that substantially cut down on the dif culty of calculating these statistics. If a computer or calculator is used, only the individual data points need to be entered most computers and many calculators can be programmed to do all the computations.) Many experiments deal with a situation in which we assume that one variable is dependent on the other (in a cause-and-effect relationship). For example, we may ask, what is the relationship of DDT resistance in Drosophila to an increased number of DDT-resistant alleles With more of these alleles (see g. 18.7), the DDT resistance of the ies should increase. Number of DDT-resistant alleles is the independent variable, and resistance of the ies is the dependent variable. That is, a y s resistance is dependent on the number of DDT-resistant alleles it has,

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changes with the temperature of its surroundings Its resistance is an exponential relationship: Rth (T ) = RA e T where RA is the terminal resistance at T = 0 C and is a material parameter with units [ C] 1 a If RA = 100 and = 010/C , plot Rth (T ) versus T for 0 T 100 C b The thermistor is placed in parallel with a resistor whose value is 100 i Find an expression for the equivalent resistance ii Plot Req (T ) on the same plot you made in part a

not the other way around. Going back to gure 18.11, we could make the assumption that offspring wing length is dependent on parental wing length. If this were so, a technique called regression analysis could be used. This analysis allows us to predict an offspring s wing length (y variable) given a particular midparental wing length (x variable). (It is important to note that regression analysis assumes a cause-and-effect relationship, whereas correlation analysis does not.) The formula for the straight-line relationship (regression line) between the two variables is y a bx, where b is the slope of the line (change in y divided by change in x, or y/ x) and a is the y-intercept of the line (see g. 18.11). To de ne any line, we need only to calculate the slope, b, and the y intercept, a: b a cov(x, y) s2 x y bx

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A consideration of the manufacturing facilities available suggests that geometric errors may total to 00002 in (508 m) in relation to the diametrical clearance and holes down to 0005 in (0127 mm) diameter can be drilled The machine design limits the bearing diameter to 2 in (508 mm) but does

a Draw a circuit required to do this showing all appropriate connections between the terminals of the sensor and meter movement b Determine the value of each component in the circuit c What is the linear range, ie, the minimum and maximum pressure that can accurately be measured

(18.6) (18.7)

used to monitor the pressure at a critical point in a system The meter movement is rated at 18 k and 50 A (full scale) A new transducer must be installed with the pressure-voltage characteristic shown in Figure P251 (different from the previous transducer) The maximum pressure that must be measured by the monitoring system is 100 kPa

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