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What is the solution to this system (a) (x, y) = (0, 4) (b) (x, y) = (3/4, 1/2) (c) (x, y) = ( 4/3, 2) (d) There are infinitely many solutions (e) There is no solution 3 If the discriminant in a quadratic equation is equal to 0, it means that (a) the equation has two different real roots (b) the equation has one real root with multiplicity 2 (c) the equation has one imaginary root with multiplicity 2 (d) the equation has two different nonreal, complex roots (e) the equation has no roots at all 4 Which of the following is not a rational number (a) 22/7 (b) 2525252525 (c) (d) 641/2 (e) (64/9)1/2 5 Suppose that m and n are integers, and p is a nonzero integer All of the following equations except one are generally true Which one is the exception (a) (m + n)/p = m/p + n /p (b) p/(m n) = p /m p /n (c) p(m + n) = pm + pn (d) (m + n)p = mp + np (e) (m n)p = mp np 6 Suppose we are trying to solve a three-by-three linear system using matrices We are sure we haven t made any mistakes along the way We come up with this matrix:

Other components 593 volume decreases When the knob is rotated clockwise, the right-channel volume increases and the left-channel volume decreases In sophisticated sound systems, the balance is adjusted via two volume controls, one for the left channel and the other for the right channel The most advanced sound systems make use of independent volume controls and graphic equalizers for the two channels Figures 31-5B and 31-5C are functional block diagrams showing the general circuits for these methods of balance control Proper balance is important for faithful stereo sound reproduction A balance control can compensate for such factors as variations in speaker placement, relative loudness in the channels, and the acoustics of the room in which the hi-fi equipment is installed Adjustment of the balance control(s) can sometimes be aided by the use of a VU meter in each channel However, the best overall results are often obtained by simply adjusting the balance control(s) until the system produces the most pleasing sound

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Power Factor In an ac circuit, the ratio of the true power to the VA power, PT/PVA, is called the power factor If there is no reactance, the ideal case, then PT = PVA, and the power factor (PF ) is equal to 1 If the circuit contains all reactance and no resistance of any significance (that is, zero or infinite resistance), then PT = 0, and therefore PF = 0 When a load, or a circuit in which you want power to be dissipated, contains resistance and reactance, then PF is between 0 and 1 That is, 0 < PF < 1 The power factor can also be expressed as a percentage between 0 and 100, written PF% Mathematically, we have these formulas for the power factor:

We can conclude that the original three-by-three system has (a) no solutions (b) one solution (c) two solutions (d) three solutions (e) infinitely many solutions

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PF = PT/PVA PF% = 100PT/PVA When a load has some resistance and some reactance, then some of the power is dissipated as true power, and some is rejected by the load as imaginary power In a sense, this imaginary power is sent back to the power source There are two ways to determine the power factor in an ac circuit that contains reactance and resistance One method is to find the cosine of the phase angle The other method involves the ratio of the resistance to the absolute-value impedance

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