Trig substitution - Study guides, Class notes & Summaries

Different Nitrogen names - ANSWER Enamine: C=C-N Amine : C-N Imine: C=N Amide: O=C-N Imide: O=C-N-C=O Ketone(aldehyde) + 1° amine --> Imine Ketone(aldehyde) + 2° amine ---> Enamine think about it when replace the Oxygen of carbonyl and attach NitrogenR, /Make sure It has a lone pair. for the 2 ° amine move double bond to the C. Amine - ANSWER C-N Myopia (nearsighted) - ANSWER *(-)F= diverging mirror /convex mirror/concave lens *convex mirror: image always virtual...

Detailed notes on topics such as evaluating integrals, geometric series, and finding convergence/divergence of series. Covers sections 5.4, 5.5, 6.5, 8.1, 8.2, 8.3, 8.4, 8.5, and 8.6 in Matthew Boelkins's Active Calculus, 2018 Edition.

This is a complete and an all-inclusive guide to AQA AS Level Physics Paper 2 2020 MS. Max one from: internal ray is a radius (of the block) OR internal ray travels along a normal OR ray meets (glass-air) boundary at 90 OR angle of incidence is zero (so angle of emergence/refraction is zero) 1 2.1c 01.2 Straight line ruled from centre of protractor through ABC Takes a pair of readings: 24 or 66; and angle consistent with their line Use of Snell’s Law with their angles 1.4...

UNISA MAT1613 Calculus B Assignment TWO of 2021 solutions. Where possible, alternative methods are used. Topics covered are: Integration. Simplify then integrate. U-substitution. Integration by parts. Completion of the square. Trig substitution. Partial fractions. z-substitution (Weierstrass substitution). Limits. Taylor polynomials.

7.2-7.8 Class notes, includes example problems. Covers trig integrals, trig substitution, integration of rational functions by partial fractions, and improper integrals.

Pure mathematics a level integration notes. Includes worked examples for: basic integration, integrating using trig identities, reverse chain rule, integration by substitution, definite integration, integration by parts, trapezium rule, integration with parametric equations, differential equations and modelling with differential equations. All examples generated alongside the textbook

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...

This document provides a detailed, handwritten note from a lecture with Jeffrey LaComb. Perfect for studying for exams!

AP calculus notes from a straight-A student who needed everything dumbed down to him and here are the dumbed-down notes which obviously helped me, but also really helped my friends and saved them. I took notes on EVERYTHING in the course, what for sure will be on the AP calc test as subjects, topics, tricks n tips, and ESPECIALLY ON what to do/list/say specifically in scenarios on the test. There are examples of problems of difficulty on these problems/topics to best help you. Use this For A...

Continuation of notes for MATH 1770 Calculus II sections 3.11-7.1. Topics in these notes include, definite integrals, derivatives of hyperbolic functions, volumes of cylindrical shells, rotations, determining limits of integration, practice problems of volumes with figures and drawings, work and its related equation force times displacement with calculus applications, substitution rule, Hooke's Law, integrals of trigonometric functions, integration by parts,