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Mathematics, 28.09.2020 14:01 kaylaalvarado2018
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1) Suppose a graph passes the horizontal line test: No horizontal line can be drawn that touches the graph in more than one location. Does this mean that the graph represents a function? If not, is there anything special about a graph that passes the horizontal line test?
2) Dotty and Lionel are making a graph comparing a car's age with its gas mileage. Dotty says the graph should show discrete points because the car's age is stated in whole numbers of years. Lionel says they should make a continuous line because age increases gradually, like time. Which student do you agree with and why?
3) Write two linear functions, f(x) and g(x). For example, f(x) = 3x β 7 and g(x) = β2x + 5. Then see whether f(x) β (βg(x)) is equivalent to f(x)+ g(x). Hint: To find βg(x), just change the signs of all the terms in g(x). Discuss whether you think your results would apply to every function.
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