Calculus
calculus
\[ \Huge \fcolorbox{transparent}{transparent}{ \(\dps f(x) = \odv{}{x} \int_a^x f(x') \dd{x'}\) }\]
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- [Calculus 4.1] Riemann Sums and Definite Integrals
- [Calculus 3.8] Antiderivatives and Indefinite Integrals
- [Calculus 3.7] Convexity of a Function and the Second Derivative Test
- [Calculus 3.6] Monotonic Functions and the First Derivative Test
- [Calculus 3.5] The Mean Value Theorem
- [Calculus 3.4] Extreme Values of Functions
- [Calculus 3.3] The Chain Rule (univariate)
- [Calculus 3.2] Linearization and Differentials
- [Calculus 3.1] The Derivative of a Function
- [Calculus 2.4] Limits Involving Infinity
- [Calculus 2.3] Continuity
- [Calculus 2.2] One-Sided Limits
- [Calculus 2.1] A Limit of a Function
- [Calculus 1.3] Periodic and Trigonometric Functions
- [Calculus 1.2] Combining Functions
- [Calculus 1.1] Functions and Their Graphs
2025
- [Calculus 1.1] Functions and Their Graphs
- [Calculus 1.2] Combining Functions
- [Calculus 1.3] Periodic and Trigonometric Functions
- [Calculus 2.1] A Limit of a Function
- [Calculus 2.2] One-Sided Limits
- [Calculus 2.3] Continuity
- [Calculus 2.4] Limits Involving Infinity
- [Calculus 3.1] The Derivative of a Function
- [Calculus 3.2] Linearization and Differentials
- [Calculus 3.3] The Chain Rule (univariate)
- [Calculus 3.4] Extreme Values of Functions
- [Calculus 3.5] The Mean Value Theorem
- [Calculus 3.6] Monotonic Functions and the First Derivative Test
- [Calculus 3.7] Convexity of a Function and the Second Derivative Test
- [Calculus 3.8] Antiderivatives and Indefinite Integrals
- [Calculus 4.1] Riemann Sums and Definite Integrals