How to Integrate eˣ Step-by-Step | Calculus Made Simple | Limitless Math

Unlock the secret to integrating exponential functions with this clear, step-by-step guide to the formula:

∫ eˣ dx = eˣ + C

In this lesson, we break down exactly why the integral of eˣ is eˣ + C, how to remember it instantly, and how to apply it in real-world problems. Whether you’re preparing for AP Calculus, SAT Math, ACT Math, or university exams, this video will help you:

✅ Understand the relationship between the derivative and integral of eˣ.

✅ Apply the integration rule to simple and complex problems.

✅ Use this knowledge in physics, engineering, and economics contexts.

✅ Learn quick tips and memory hacks to never forget the rule.

Perfect for students, educators, and self-learners, this tutorial is part of the Limitless Math series — making math simple, clear, and engaging.

📌 Pro Tip: The exponential function e^x is unique because its derivative and integral are identical — once you get this, integration becomes much easier!

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