Chapter 2: Problem 8
Explain the difference between a parameter and an argument.
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Chapter 2: Problem 8
Explain the difference between a parameter and an argument.
These are the key concepts you need to understand to accurately answer the question.
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Unary minus negates a number. Unary plus exists as well; for example, Python understands \(+5 .\) If \(\times\) has the value -17 , what do you think \(+x\) should do? Should it leave the sign of the number alone? Should it act like absolute value, removing any negation? Use the Python shell to find out its behavior.
For each of the following expressions, what value will the expression give? Verify your answers by typing the expressions into Python. a) \(9-3\) b) \(8^{*} 2.5\) c) \(9 / 2\) d) \(9 /-2\) e) \(9 \% 2\) 1) \(9 \%-2\) g) \(-9 \% 2\) h) \(9 /-2.0\) 1) \(4+3 \cdot 5\) j) \((4+3)^{*} 5\)
Write a bullet list description of what happens when Python evaluates the statement \(x+=x-x\) when \(x\) has the value 3
We've seen built-in functions abs, round, pow, int, and float. Using these functions, write expressions that do the following: a) Calculate 3 to the power of 7 b) Convert 34.7 to an integer by truncating. c) Convert 34.7 to an integer by rounding. d) Take the absolute value of \(-86,\) then convert it to a floatingpoint number.
In the United States, a car's fuel efficiency is measured in miles per gallon. In the metric system, it is usually measured in liters per 100 kilometers. a) Write a function called convert_mileage that converts from miles per gallon to liters per 100 kilometers. b) Test that your functions returns the right values for 20 and 40 miles per gallon. c) How did you figure out what the right value was? How closely do the computer's results match the ones you expected?
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