[FREE] Suppose the functions f, g, h, and l are defined as follows ...

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Write down Df and solve the inequality f(x)≤0. The function f(x)=4x2−5x+1 is a quadratic function. This quadratic is defined for all real numbers, so the domain Df is (−∞,∞). To solve the inequality 4x2−5x+1≤0, we start by finding its roots using the quadratic formula: x=2a−b±b2−4ac where a=4, b=−5, and c=1. Calculating the discriminant: b2−4ac=(−5)2−4(4)(1)=25−16 ...


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