An algebra problem by Mohamed Ahmed Abd El-Fattah

Algebra Level pending

Let functions f & g be : f(x) = \(x^{2}\) , g(x) = \(|x-2|\) . Then the opposite graph represents both functions f & g .

Without calculators, And using the opposite graph and your mental logic only. Find the middle number in the Solution Set which satsfies the inequality \(x^{2} < |x-2|\)

Hint : write down the Solution Set as an interval then find the middle number in this interval .

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