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Answer (for Objective 76): C is the correct syntax A, B, D, and E all use incorrect syntax for the instanceof operator

Figure 1-18 This graph shows the inverse relationship between resistance and current As resistance increases, current decreases

30 25 Current (A) 20 15 10 5 0

Resistance (ohms)



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Finally, if the forward and reflected voltage components at any given point on the transmission line can be measured, then we can calculate the VSWR from: VSWR = where Vf is the forward voltage component Vr is the reflected voltage The last equation, based on the forward and reflected voltages, is the basis for many modern VSWR and RF power meters Vf + Vr Vf Vr [275]

5 Given:

The graph in Figure 1-18 shows how the current in an electric circuit varies as the resistance is increased This is an example of an inverse relationship, represented by the following equation Inverse Relationship y





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The three relationships you have learned about are a sample of the simple relations you will most likely try to derive in this course Many other mathematical models are used Important examples include sinusoids, used to model cyclical phenomena, and exponential growth and decay, used to study radioactivity Combinations of different mathematical models represent even more complex phenomena

24 The mass values of specified volumes of pure gold nuggets are given in Table 1-4 a Plot mass versus volume from the values given in the table and draw the curve that best fits all points b Describe the resulting curve c According to the graph, what type of relationship exists between the mass of the pure gold nuggets and their volume d What is the value of the slope of this graph Include the proper units e Write the equation showing mass as a function of volume for gold f Write a word interpretation for the slope of the line

Table 1-4

2 public class Choosy { 3 public static void main(String[] args) { 4 String result = ""; 5 int x = 7, y = 8;

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Mass of Pure Gold Nuggets Volume (cm3) 10 20 30 40 50 Mass (g) 194 386 581 774 965

We can make antenna impedance measurements using a variant of the old-fashioned Wheatstone bridge Figure 27-4A shows the basic form of the bridge in its most generalized form The current flowing in the meter will be zero when (Z1/Z2) = (Z3/Z4) If one arm of the bridge is the antenna impedance, then we can adjust the others to make the bridge null to make the measurement A typical example is shown in Fig 27-4B The antenna connected to J2 is one arm of the bridge, while R2 is a second The value of R2 should be 50 or 75 , depending upon the value of the expected antenna impedance The choice of 68 is a good compromise for meters to operate on both types of antennas The other two arms of the bridge are the reactances of C1A and C1B, which is a single differential capacitor Tune C1 until the meter is nulled, and then read the antenna from the dial At least one instrument allows the technician to plug in a resistor element equal to system impedance Calibrating the instrument is simple A series of noninductive carbon composition resistors having standard values from 10 to 1000 are connected across J2 The meter is then nulled, and the value of the load resistor is inscribed on the dial at the point

Figure 1-19 Computer animators use mathematical models of the real world to create a convincing fictional world They need to accurately portray how beings of different sizes move, how hair or clothing move with a character, and how light and shadows fall, among other physics topics

When scientists discover relations like the ones shown in the graphs in this section, they use them to make predictions For example, the equation for the linear graph in Figure 1-16 is as follows: y (008 cm/g)x 137 cm

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