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Consider the function g(x)=x−cax+b−2, for x=c, where a,b,c∈R.
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Using information on the graph of y=g(x) above, find the values of a,b and c.
Find g−1(x).
Find the coordinates of the intersection(s) of the graphs of y=g(x) and y=g−1(x).
Solve the inequality ∣g(∣x∣)∣<3.
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