Introduce absolute value and its properties, present formal and analytical limit concepts # 🧭 Index | Topics | Descriptions | | --------------------------------------------------- | --------------------------------------------------------------------------------------------------------------------------------- | | [[Absolute Values]] | Function that assigns each real number its nonnegative magnitude | | [[Analytical Limits Rules]] | Standard laws for combining limits (sum, difference, product, quotient, scalar multiple, power) when each individual limit exists | | [[Epsilon-Delta Definition of a Limit]] | Formal mathematical definition of a limit | | [[Limits]] | Value that a function $f(x)$ approaches as xxx tends toward a point or infinity | | [[Proof of the Absolute Value Power Rule]] | Mathematical proof of absolute value power rule | | [[Proof of the Absolute Inequalities Rule]] | Mathematical proof of absolute value inequalities rule rule | | [[Proof of the Absolute Value Product Rule]] | Mathematical proof of absolute value multiplication rule | | [[Proof of the Absolute Value Quotient Rule]] | Mathematical proof of absolute value quotient rule | | [[Proof of the Absolute Value Triangle Inequality]] | Mathematical proof of absolute value triangle rule |