Differential equations are an important and fascinating part of mathematics with numerous applications in almost all fields of science. This book is a gentle introduction to the rich world of differential equations filled with no-nonsense explanations, step-by-step calculations and application-focused examples.

Important note: to enjoy the book, you need solid prior knowledge in algebra and calculus. This means in particular being able to solve all kinds of equations, finding and interpreting derivatives, evaluating integrals as well as understanding the notation that goes along with those.

**Click the cover to open the product page:**

**Here’s the TOC:**

Section 1: The Big Picture

-Population Growth

-Definition and Equation of Motion

-Equilibrium Points

-Some More Terminology

Section 2: Separable Differential Equations

-Approach

-Exponential Growth Revisited

-Fluid Friction

-Logistic Growth Revisited

Section 3: First Order Linear Differential Equations

-Approach

-More Fluid Friction

-Heating and Cooling

-Pure, Uncut Mathematics

-Bernoulli Differential Equations

Section 4: Second Order Homogeneous Linear Differential Equations (with Constant Coefficients)

-Wait, what?

-Oscillating Spring

-Numerical Example

-The Next Step – Non-Homogeneous Equations

Section 5: Appendix

-Formulas To Know By Heart

-Greek Alphabet

-Copyright and Disclaimer

-Request to the Reader

Note: With this book release I’m starting my “Math Shorts” Series. The next installment “Math Shorts – Integrals” will be available in just a few days! (Yes, I’m working like a mad man on it)

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