applying the definition of module and simplifications fill in the gaps x 2 x 3 x 6 se x 0 se 0 x se
Question
Applying the definition of module and simplifications, fill in the gaps.
|π₯| β 2|π₯ β 3| = {
π₯ β 6, π π π₯ < 0
___________, π π 0 β€ π₯ < ______
______, π π_________________
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Answer to a math question Applying the definition of module and simplifications, fill in the gaps.
|π₯| β 2|π₯ β 3| = {
π₯ β 6, π π π₯ < 0
___________, π π 0 β€ π₯ < ______
______, π π_________________
2. For \(0 \leq x < 3\): |x| = x \quad \text{and} \quad |x - 3| = -x + 3 x - 2(-x + 3) = 3x - 6
3. For \(x \geq 3\): |x| = x \quad \text{and} \quad |x - 3| = x - 3 x - 2(x - 3) = -x + 6
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