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the second function Figure 30-3 shows the curves and the solution point On both axes, each increment represents 1 unit

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7 If X is low, what is the state of X AND Y A There is not enough information to tell B Low C High D This logic statement makes no sense 8 If X is high, what is the state of X NOR Y A There is not enough information to tell B Low C High D This logic statement makes no sense 9 If X and Y are both high, what is the state of X NAND Y A There is not enough information to tell B Low C High D This logic statement makes no sense 10 If X is high and Y is low, what is the state of X NOT Y A There is not enough information to tell B Low C High D This logic statement makes no sense 11 A logic circuit has four inputs W, X, Y, and Z How many possible input combinations are there A 4 B 8 C 16 D 32

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Acoustics is the science of sound waves Sound consists of molecular vibrations at audio frequency (AF), ranging from about 20 Hz to 20 kHz Young people can hear the full range of AF; older people lose hearing sensitivity at the upper and lower extremes

Question 28-3

570 Basic digital principles 12 Data sent along a single line, one bit after another, is called: A Serial B Synchronous C Parallel D Asynchronous 13 If X 1 and Y 1, then X 1 1 YZ is: A Always 0 B 0 if Z C 1 if Z 0, and 1 if Z 0, and 0 if Z

Consider the system of equations we solved in Answer 27-3: y = x2 1 and y = x 2 + 1 How can we sketch an approximate graph of this system, showing the two real solutions

Answer 28-3

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Audio Frequencies In music, the AF range is divided into three broad, vaguely defined parts, called bass (pronounced base ), midrange, and treble The bass frequencies start at 20 Hz and extend to 150 or 200 Hz Midrange begins at this point, and extends up to 2 or 3 kHz Treble consists of the audio frequencies higher than midrange As the frequency increases, the wavelength becomes shorter In air, sound travels at about 1100 feet per second (ft/s), or 335 meters per second (m/s) The relationship between the frequency f of a sound wave in hertz, and the wavelength ft in feet, is as follows:

D Always 1 14 If X 0 and Y A Always 0 1, then X(Y + Z) is: 1 1

We can tabulate and plot several points in both functions including the real solutions, (1,0) and ( 1,0) Table 30-2 compares some values of x, some values of the first function, and some values of the second function Figure 30-4 shows the curves and the solution points On both axes, each increment represents 1 unit

Table 30-2

15 An advantage of a J-K over an R-S flip-flop is that: A The J-K flip-flop is faster B The J-K can attain more states C The J-K always has predictable outputs D No! An R-S flip-flop is superior to a J-K

ft = 1100/f The relationship between f in hertz and m in meters is given by: m = 335/f This formula is also valid for frequencies in kilohertz and wavelengths in millimeters A sound disturbance in air at 20 Hz has a wavelength of 55 ft (17 m) A sound of 10 kHz produces a wave measuring 11 ft (34 cm) At 20 kHz, a sound wave in air is only 0055 ft (17 mm)

Selected values for graphing the functions y = x 2 1 and y = x 2 + 1 Bold entries indicate real solutions

16 In positive-edge triggering, the change of state occurs when: A The pulse level is high B The pulse level is going from high to low C The pulse level is going from low to high D The pulse level is low 17 The inputs of an R-S flip-flop are known as: A Low and high B Asynchronous C Synchronous D Set and reset 18 When both inputs of an R-S flip-flop are 0: A The outputs stay as they are B Q 0 and Q 1 C Q 1 and Q 0 D The resulting outputs can be absurd

x 2 1 0 1 2 Question 28-4

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