Solutions for Precalculus: Graphical, Numerical, Algebraic Franklin D. Demana,Bert K. Waits,Gregory D. Foley,Daniel Kennedy.
Hence we can say that the given function does not have an inverse function. YOU are the protagonist of your own life. Chapter 1 Prerequisites for Calculus Exercise 1.5 1E The given function is y = 2|x| and the graph ot the given function is shown below, We can find out whether a given function is one-to-one or not one-to-one, by drawing a set of horizontal lines on its graph. For this problem answer is No, the given function is not one-to-one because if one was to draw horizontal lines on this graph, they will intersect the graph at more than one point.
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Chapter 1 Prerequisites for Calculus Exercise 1.5 2QR.
If any horizontal line intersects the graph at more than one point, then the given function will not be one-to-one.
Chapter 1 Prerequisites for Calculus Exercise 1.5 12E, Chapter 1 Prerequisites for Calculus Exercise 1.5 13E, Chapter 1 Prerequisites for Calculus Exercise 1.5 14E, Chapter 1 Prerequisites for Calculus Exercise 1.5 15E, Chapter 1 Prerequisites for Calculus Exercise 1.5 16E, Chapter 1 Prerequisites for Calculus Exercise 1.5 17E, Chapter 1 Prerequisites for Calculus Exercise 1.5 18E, Chapter 1 Prerequisites for Calculus Exercise 1.5 19E, Chapter 1 Prerequisites for Calculus Exercise 1.5 20E, Chapter 1 Prerequisites for Calculus Exercise 1.5 21E, Chapter 1 Prerequisites for Calculus Exercise 1.5 22E, Chapter 1 Prerequisites for Calculus Exercise 1.5 23E, Chapter 1 Prerequisites for Calculus Exercise 1.5 24E, Chapter 1 Prerequisites for Calculus Exercise 1.5 25E, Chapter 1 Prerequisites for Calculus Exercise 1.5 26E, Chapter 1 Prerequisites for Calculus Exercise 1.5 27E, Chapter 1 Prerequisites for Calculus Exercise 1.5 28E, Chapter 1 Prerequisites for Calculus Exercise 1.5 29E, Chapter 1 Prerequisites for Calculus Exercise 1.5 30E, Chapter 1 Prerequisites for Calculus Exercise 1.5 31E, Chapter 1 Prerequisites for Calculus Exercise 1.5 32E, Chapter 1 Prerequisites for Calculus Exercise 1.5 33E, Chapter 1 Prerequisites for Calculus Exercise 1.5 34E, Chapter 1 Prerequisites for Calculus Exercise 1.5 35E, Chapter 1 Prerequisites for Calculus Exercise 1.5 36E, Chapter 1 Prerequisites for Calculus Exercise 1.5 37E, Chapter 1 Prerequisites for Calculus Exercise 1.5 38E, Chapter 1 Prerequisites for Calculus Exercise 1.5 39E, Chapter 1 Prerequisites for Calculus Exercise 1.5 40E, Chapter 1 Prerequisites for Calculus Exercise 1.5 41E, Chapter 1 Prerequisites for Calculus Exercise 1.5 42E, Chapter 1 Prerequisites for Calculus Exercise 1.5 43E, Chapter 1 Prerequisites for Calculus Exercise 1.5 44E, Chapter 1 Prerequisites for Calculus Exercise 1.5 45E, Chapter 1 Prerequisites for Calculus Exercise 1.5 46E, Chapter 1 Prerequisites for Calculus Exercise 1.5 47E, Chapter 1 Prerequisites for Calculus Exercise 1.5 48E, Chapter 1 Prerequisites for Calculus Exercise 1.5 49E, Chapter 1 Prerequisites for Calculus Exercise 1.5 50E, Chapter 1 Prerequisites for Calculus Exercise 1.5 51E.
Hence we can say that the given function has an inverse function.
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If any horizontal line intersects the graph at more than one point, then the given function will not be one-to-one. Chapter 1 Prerequisites for Calculus Exercise 1.5 5QR.
Chapter 1 Prerequisites for Calculus Exercise 1.5 5E We can find out whether a given function is one-to-one or not by drawing a set of horizontal lines on its graph. Chapter 1 Prerequisites for Calculus Exercise 1.5 6E The given function is y = int x The graph of the given function is shown below, We can find out whether a given function is one-to-one or not by drawing a set of horizontal lines on its graph.
Chapter 1 Prerequisites for Calculus Exercise 1.5 10E The given function is one-to-one because if one was to draw horizontal lines on this graph, none of them will intersect the graph at more than one point. Hence we can say that the given function has an inverse function.
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