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7 Suppose a capacitor has X C = 8800 at f = 830 kHz What is C (a) 218 F (b) 218 pF (c) 000218 F (d) 218 pF 8 Suppose a capacitor has C = 166 pF at f = 400 kHz What is X C (a) 24 k (b) 24 (c) 24 10 6 (d) 24 M 9 Suppose a capacitor has C = 4700 F and XC = 33 What is f (a) 10 Hz (b) 10 Hz (c) 10 kHz (d) 10 kHz 10 Each point in the RC plane (a) corresponds to a unique inductance (b) corresponds to a unique capacitance (c) corresponds to a unique combination of resistance and capacitance (d) corresponds to a unique combination of resistance and reactance 11 If R increases in an RC circuit, but X C is always zero, the vector in the RC plane will (a) rotate clockwise (b) rotate counterclockwise (c) always point straight toward the right (d) always point straight down 12 If the resistance R increases in an RC circuit, but the capacitance and the frequency are nonzero and constant, then the vector in the RC plane will (a) get longer and rotate clockwise (b) get longer and rotate counterclockwise (c) get shorter and rotate clockwise (d) get shorter and rotate counterclockwise 13 Each complex impedance value R jX C (a) represents a unique combination of resistance and capacitance (b) represents a unique combination of resistance and reactance (c) represents a unique combination of resistance and frequency (d) All of the above are true

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14 In an RC circuit, as the ratio XC /R approaches zero, the phase angle (a) approaches 90 (b) approaches 0 (c) stays the same (d) cannot be found 15 In a purely resistive circuit, the phase angle is (a) increasing (b) decreasing (c) 0 (d) 90 16 If XC /R = 1, then what is the phase angle (a) 0 (b) 45 (c) 90 (d) Impossible to find because there s not enough data given 17 In Fig 14-13, the impedance shown is (a) 802 + j323 (b) 323 + j802 (c) 802 j323 (d) 323 j802

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Figure 73: Covariance analysis results for the system of Section 71 The top set of graphs show results for the standard deviation of accelerometer bias, bu The middle set of graphs show results for the standard deviation of position sensor time correlated error, by The bottom set of graphs show results for the standard deviation of scale factor, The wide solid line is the total error due to initial conditions, Q, and R The dotted line is the error due only to the driving noise terms represented by Q The dashed line is the error due only to the measurement noise represented by R The dashed-dotted line is the error due only to initial conditions represented by P0 The covariance analysis results for this sensor suite are shown in Figures 74 and 75 With the additional velocity sensor, the position and velocity estimation accuracy is changed only slightly for t [0, 50]; however, for t > 50 the improvement is clear The velocity is bounded at approximately 30cm/s and position error is growing slow enough that the second speci cation is now safely achieved Additional analysis of this example is considered in Exercise 73

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The design approach of Section 71 is a form of complementary ltering The basic idea of and motivation for complementary ltering is discussed

18 In Fig 14-13, note that the R and X C scale divisions are not the same size What is the actual phase angle (a) 142 (b) About 60 , from the looks of it (c) 589 (d) 886 19 Suppose an RC circuit consists of a 150-pF capacitor and a 330- resistor in series What is the phase angle at a frequency of 134 MHz (a) 674 (b) 226 (c) 244 (d) 656 20 Suppose an RC circuit has a capacitance of 0015 F The resistance is 52 What is the phase angle at 90 kHz (a) 24 (b) 0017 (c) 66 (d) None of the above

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also get acquainted with admittance, the extent to which an ac circuit allows (or admits) current flow, rather than impeding it As we develop these concepts, let s review, and then expand on, some of the material presented in the previous couple of chapters

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Both single page and multi-page Tiff image files are acceptable.
Both single page and multi-page Tiff image files are acceptable.

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