Isaacjc08
On this page, you find all documents, package deals, and flashcards offered by seller isaacjc08.
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Calculus Package
Includes Calculus I notes, Calculus II notes, as well as a comprehensive Identities Sheet. -Calculus I: Limits, Derivatives, and Basic Integration -Calculus II: Advanced Derivatives/Integration, Taylor Series/Polymomials -Identities: Angle Identities, Common Calculus Identities **Calculus III will be included soon
- Package deal
- • 3 items •
- College Calculus I Notes • Class notes
- College Calculus II Notes • Class notes
- Identities Sheet • Other
Includes Calculus I notes, Calculus II notes, as well as a comprehensive Identities Sheet. -Calculus I: Limits, Derivatives, and Basic Integration -Calculus II: Advanced Derivatives/Integration, Taylor Series/Polymomials -Identities: Angle Identities, Common Calculus Identities **Calculus III will be included soon
Identities Sheet
A compilation of identities. Including Pythagorean, Double/Half Angle, Sum/Difference Identities, Hyperbolic Trigonometric Derivatives, Inverse Trigonometric Derivatives, Common MacLauren/Taylor Series, as well as a Unit Circle. Product Rule, Chain Rule, Integration by Parts, and plenty more. *Note: I intend to update this sheet as needed/desired.
- Package deal
- Other
- • 2 pages •
A compilation of identities. Including Pythagorean, Double/Half Angle, Sum/Difference Identities, Hyperbolic Trigonometric Derivatives, Inverse Trigonometric Derivatives, Common MacLauren/Taylor Series, as well as a Unit Circle. Product Rule, Chain Rule, Integration by Parts, and plenty more. *Note: I intend to update this sheet as needed/desired.
College Linear Algebra Notes
22 Pages of notes Taken in my linear algebra course, contains topics and notes related to Linear Combinations, Solution Sets/Set Builder Notation, Matrix Operations, Row Reduction, Abstract Vectorspace, Linear Closure/Span, Basis, Dimension, Linear Transformations, Eigenvalues/Eigenvectors. Does not include comprehensive explanation of vectors in R2/R3/Rn
- Class notes
- • 22 pages •
22 Pages of notes Taken in my linear algebra course, contains topics and notes related to Linear Combinations, Solution Sets/Set Builder Notation, Matrix Operations, Row Reduction, Abstract Vectorspace, Linear Closure/Span, Basis, Dimension, Linear Transformations, Eigenvalues/Eigenvectors. Does not include comprehensive explanation of vectors in R2/R3/Rn
College Calculus II Notes
48 Pages of Notes taken in my free time following Professor Leonard’s Calculus 2 course on YouTube. Beginning with Differentiation/Integration of Exponential Functions, followed by advanced techniques of integration such as Integration by Parts, Trig. Substitution, Partial Fraction decomposition. Continues to Improper Integrals, into Sequences and Series. Expands on Taylor/MacLauren Series, as well as various tests of convergence (Integral Test, Ratio Test, etc.). Additionally, opens discussio...
- Package deal
- Class notes
- • 46 pages •
48 Pages of Notes taken in my free time following Professor Leonard’s Calculus 2 course on YouTube. Beginning with Differentiation/Integration of Exponential Functions, followed by advanced techniques of integration such as Integration by Parts, Trig. Substitution, Partial Fraction decomposition. Continues to Improper Integrals, into Sequences and Series. Expands on Taylor/MacLauren Series, as well as various tests of convergence (Integral Test, Ratio Test, etc.). Additionally, opens discussio...
College Calculus I Notes
38 Pages of Notes taken in my spare time following Professor Leonard’s calculus 1 course on YouTube. Formally defining the Fundamental Theorem of Calculus. Beginning with an introduction to Limits, followed by definition of a derivative. Continues with Chain Rule, Product Rule, Quotient Rule, Power Rule, etc. Additionally, it includes the definition of an integral as a Riemann Sum, as well as basic integration through an Antiderivative, and u-substitution. Followed by Volume of solids of ...
- Package deal
- Class notes
- • 38 pages •
38 Pages of Notes taken in my spare time following Professor Leonard’s calculus 1 course on YouTube. Formally defining the Fundamental Theorem of Calculus. Beginning with an introduction to Limits, followed by definition of a derivative. Continues with Chain Rule, Product Rule, Quotient Rule, Power Rule, etc. Additionally, it includes the definition of an integral as a Riemann Sum, as well as basic integration through an Antiderivative, and u-substitution. Followed by Volume of solids of ...