Find the slopes and y-intercepts of the linear functions f and g. Then compare the graphs of the two functions. 1. f(x) x 2   slope of f slope of g   _________________ _________________ y-intercept of f: y-intercept of g: _________________ _________________ 2. f(x) 6x 1   slope: of f of g   _______ _______ of f of g y-intercept: _______  _______ ______________________________________________ ______________________________________________ ______________________________________ Objective: Comparing Functions, cont. Four Views of a situation: Rate of Change Initial Example (slope)
Find the slopes and y-intercepts of the linear functions f and g. Then compare the graphs of the two functions. 1. f(x)  x  2 slope of f  _________________ slope of g  _________________ y-intercept of f: _________________ y-intercept of g: _________________ 2. f(x)  6x  1 slope: of f  _______ of g  _______ y-intercept: of f _______ of g  _______ ______________________________________________ ______________________________________________ ______________________________________ Objective: Comparing Functions, cont. Four Views of a situation: Example Rate of Change (slope) Initial
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