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In all monetary systems, there is a zero and it is equivalent to zero in all other systems The intervals are xed Thus, if you have twice as much in US dollars as I do, it will still be twice as much if we convert both our monies into British pounds (assuming no conversion penalties and using the same exchange rate) 4 Explain why GPA is not sound by measurement theory For grade points to be averaged, then grade points must be an interval scale This implies that the di erence between values is comparable That is, the di erence between an A and a B is the same as the di erence between a D and an F Normally, this is not even considered when allocating grades 5 Why is complexity not readily measurable Complexity is not well de ned.

be the joint density function of three random variables X, Y, and Z. Find (a) P(X (b) P(Z X Y ).

Fig. 9-19

1 2,

1 2,

Compute the equivalent impedance Zeq and admittance Yeq for the four-branch circuit shown in Fig. 9-20.

1 2 ),

Using admittances, 1 j0:20 S j5 1 Y2 0:05 j0:087 S 5 j8:66 Y1 Then and Y3 1 0:067 S 15 1 Y4 j0:10 S j10 58:08 S

2.101. A cylindrical stream of particles, of radius a, is directed toward a hemispherical target ABC with center at O as indicated in Fig. 2-26. Assume that the distribution of particles is given by f (r) e 1>a 0 0 r a otherwise

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There are many aspects to complexity, and each person may have a slightly di erent interpretation of what is complex In fact, complexity could be considered the interaction between a person and the code 6 What is the advantage of having a partial order on the empirical relation system The empirical relation system must have an accepted relation It is often easier to nd a partial order that is well accepted, whereas nding agreement on all cases might be di cult 7 Why is the number of decisions plus 1 an important method for calculating McCabe s cyclomatic number It would be very time-consuming to have to construct the control ow graph for large programs 8.

Fig. 9-20

where r is the distance from the axis OB. Show that the distribution of particles along the target is given by g(u) e cos u 0 0 u p>2 otherwise

Fig. 2-26

V IZeq 33:0

2.102. In Problem 2.101 find the probability that a particle will hit the target between u 2.103. Suppose that random variables X, Y, and Z have joint density function f (x, y, z) e 1 0 cos px cos py cos pz 0 x 1, 0 otherwise y

Y Then whence Y1 0:354

1, 0

Show that although any two of these random variables are independent, i.e., their marginal density function factors, all three are not independent.

36:08 0:510 j0:370 S 1 1 10 4:0 j3:0

Why is monotonicity an important characteristic of a size or e ort metric such as Halstead s e ort metric If adding more code can cause the value of the e ort metric to decrease, then the metric s behavior is not understandable It may also mean that the metric can be manipulated..

x f (x)

Fig. 9-21

0 3 > 28

1 15 > 28

The constants R and L of a coil can be obtained by connecting the coil in series with a known resistance and measuring the coil voltage Vx , the resistor voltage V1 , and the total voltage VT (Fig. 9-22). The frequency must also be known, but the phase angles of the voltages are not

2 5 > 14

Fig. 9-22

x f (x)

1. Identify the proper scale for each of the following measures: LOC McCabe s cyclomatic number Average depth of nesting Maximum depth of nesting Absolute Interval Ordinal Ordinal

0 9 > 64

Fig. 9-23

1 15 > 32

The measured voltages are e ective values; but, as far as impedance calculations are concerned, it makes no di erence whether e ective or peak values are used. The (e ective) current is I V1 =10 2:0 A. Then Zx 22:4 11:2 2:0 Zeq 36:0 18:0 2:0

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