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How to Get a Job Before You Graduate | College Career, Resume, and Skill-Building Guide

How to Get a Job Before You Graduate This college career and employment lesson is a sample from The Ultimate Crash Course for STEM Majors. This lesson discusses preparing for employment before college graduation through work experience, professional skill building, resume development, certificates, licenses, internships, and career preparation. Explore the […]

Differential Calculus Crash Course Preface | Learning Calculus for STEM Majors

Differential Calculus Crash Course for STEM Majors This differential calculus lesson is a sample from The Ultimate Crash Course for STEM Majors. The Differential Calculus Crash Course introduces limits, continuity, derivatives, optimization, related rates, curve sketching, and other fundamental calculus concepts used throughout mathematics, physics, engineering, and STEM. Explore the […]

Divisibility Proofs, Prime Numbers, Composite Numbers, and Unique Factorization | Number Theory

Divisibility Proofs, Prime Numbers, and Unique Factorization This number theory lesson is a sample from The Ultimate Crash Course for STEM Majors. This sample covers divisibility proofs, prime and composite numbers, even and odd integers, and introductory concepts related to unique factorization. Explore the complete mathematics, physics, engineering, and STEM […]

Copyright and Educational Use Information

Copyright and Educational Use Information This page is a sample from The Ultimate Crash Course for STEM Majors, a collection of educational material covering mathematics, physics, engineering, and related STEM subjects. Explore the complete series through The Ultimate Crash Course for STEM Majors collection . Copyright Written by Jonathan David […]

Entry 1.1: Exact Differential Equation Solution via Boyce, W. E., DiPrima, R. C., & Meade, D. B. ODE

Exact Equations in Differential Equations QUESTION [21] 2.6.7 Determine whether the equation is exact. If it is exact, find the solution. \[ \left(\frac{y}{x}+6x\right) + \left({\color{red}\ln x}-2\right)y’ = 0, \qquad x>0. \] ANSWER \[ y\ln x+3x^2-2y=c. \] Before we begin to solve this question, we should acknowledge the condition, $x>0$. What […]