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Negative numbers What is a negative number, exactly That question is deeper than it seems at first thought We can start to answer it by creating situations where negative numbers are really useful In the United States, most nonscientific people use the Fahrenheit temperature scale, where 32 degrees represents the freezing point of water Scientists, and people outside the United States, use the Celsius temperature scale, where 0 degrees represents the freezing point of water In either system, temperatures often get colder than 0 degrees Then people start calling temperatures negative Here s another real-life situation where negative numbers come in handy These days, nearly everyone has a credit card When you first get the card, it has a balance of 0 That means you haven t put any money in the bank that gave you the card, but you don t owe the bank any money, either What if you buy some items at the local department store, charging up a balance of $49 How much money is in the account now If you think of it as the bank s

37 A voltage-controlled oscillator makes use of: A A varactor diode B A Zener diode C Negative feedback D A split capacitance E Adjustable gate or base bias 38 Which of the following is not an advantage of a transistor over a vacuum tube A Smaller size B Lighter weight C Less heat generation D Lower operating voltages E Higher power-handling capacity 39 An amplifier has an output signal voltage that is 35 times the input signal voltage This is a gain of: A 15 dB B 31 dB C 35 dB D 350 dB E 700 dB 40 In an exclusive OR gate, the output is high:

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account, they have a claim to $49 of your money If you think of it as your account, you re $49 dollars in debt You have, in a sense, negative $49 If you go to another store and charge $10 more, you ll end up with negative $59 In theory, there is no limit to how large negatively your account, in dollars, can become (In practice, the bank will put a limit on it) Negative whole numbers are denoted by putting a minus sign in front of a natural number The exception is 0, where a negative sign doesn t change the meaning Negative 0 is the same thing as positive 0 in ordinary mathematics In the credit-card situation just described, you start out with $0 and then go to $49, then to $59 The same thing can happen with temperature If it was 0 degrees yesterday afternoon and then the temperature fell by 10 degrees overnight, it was 10 degrees in the morning

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