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- Sketch the graph of any function that satisfies the following conditions: - f(3) = 2 - limx-->3- f(x) = 1 - limx→3+ f(x)=0 - limx→5 f(x)= ∞suppose f(X)-> -250 and g(x)->0 with g(x)>0 as x->2. Determine lim->2 f(x)/g(x)Sketch the graph of any function that satisfies the given conditions. x-intercept at -1 and y-intercept at -2 limx→−3− f(x) = 3, limx→−3+ f(x) = 1, f(−3) = 2 limx→2 f(x) = −3, f(2) = undefined
- Find the limit of the function lim x → − 2 ( 2 − | x | 2 + x )Sketch the graphs of functions that have the given limits and values. lim f(x)= infinity x-->2-, lim f(x)= -infinity x-->2+, and f(2)=1The graph of a function f for which f(2) does not exist but lim f(x) x-->2 does exist. create an example