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1 5 Analyzing Graphs Of Functions

1 5 Analyzing Graphs Of Functions
1 5 Analyzing Graphs Of Functions

1 5 Analyzing Graphs Of Functions 1.5 analyzing graphs of functions what you should learn use the vertical line test for functions. find the zeros of functions. determine intervals on which functions are increasing or decreasing and determine relative maximum and relative minimum values of functions. A set of points in a coordinate plane is the graph of y as a function of x if and only if no vertical line intersects the graph at more than one point. study with quizlet and memorize flashcards containing terms like vertical line test, zeros of a function, increasing function and more.

1 5 Analyzing Graphs Of Functions
1 5 Analyzing Graphs Of Functions

1 5 Analyzing Graphs Of Functions Learn how to analyze graphs of functions in precalculus, including polynomial functions, rational functions, radical functions, odd functions, and even functions. Once pre calculus students are confident in their knowledge of functions and relations, they move on to analyzing graphs of functions and relations (including identifying x and y intercepts, zeros, symmetry, even and odd functions). Sheet 1.5 – analyzing graphs of functions fi. d . he domain and the range of the function. 1. use the graph of the fun. ti. n to find. ues. 2. a) f ( 2) b) f ( 1) c) d) f (1) use the vertical line tes. t. termine whether y is a function of x. 4. f. Summary of general properties, asymptotes, limits, and differentiability of a function. given a set of information on the key properties of a function, you can sketch the graph. before we proceed, make an attempt to summarize for what you think are key properties.

Unit 1 Analyzing Functions Analyzing Graphs Fif 4
Unit 1 Analyzing Functions Analyzing Graphs Fif 4

Unit 1 Analyzing Functions Analyzing Graphs Fif 4 Sheet 1.5 – analyzing graphs of functions fi. d . he domain and the range of the function. 1. use the graph of the fun. ti. n to find. ues. 2. a) f ( 2) b) f ( 1) c) d) f (1) use the vertical line tes. t. termine whether y is a function of x. 4. f. Summary of general properties, asymptotes, limits, and differentiability of a function. given a set of information on the key properties of a function, you can sketch the graph. before we proceed, make an attempt to summarize for what you think are key properties. 1.5 analyzing graphs of functions examples: find the domain and range of several graphs. vertical line test for functions: a set of points in a coordinate plane is the graph of y as a f. nction of x if and only if no vertical line int. rsects the graph at more than one point. examples: test some graphs for function or not. In this section, we’ll look briefly at four types of functions: polynomial functions, rational functions, exponential functions and logarithmic functions. what do you know about the graph of the function. 3 f ( x ) = x 9 x ? solution: we know that it is a polynomial function with odd degree and a positive leading coefficient. Which of the following graphs represent y as a function of x? find the domain and range of each function. a set of points in the xy plane is the graph of y as a function of x if and only if no vertical line intersects the graph at more than one point. a function can have at most one y intercept. def. the zeros of a function values for which. Use the vertical line test for functions. find the zeros of functions. determine intervals on which functions are increasing or decreasing and determine relative maximum and relative minimum values of functions. determine the average rate of change of a function. identify even and odd functions.