🎯 How to Integrate Cot(x) — Step by Step ∫cot(x) dx | North Campus

🎯 How to Integrate Cot(x) — Step by Step ∫cot(x) dx In this video, you will learn a clear, step-by-step method to solve the integral ∫cot(x) dx using a simple substitution strategy. This approach makes it easy to understand why the solution involves the natural logarithm. 🔍 What You Will Learn How to rewrite cot(x) as cos(x)/sin(x) for easier integration Using u = sin(x) substitution to simplify the integral Step-by-step process leading to ln|sin(x)| + C Common mistakes students make and how to avoid them How mastering this method improves your overall trig integration skills 🎯 Who Should Watch This Video? Calculus I & II students AP Calculus AB & BC exam takers University students preparing for exams Learners who want clarity instead of memorization 📘 About This Series New Essential Calculus Problem videos are released every week! If you find this lesson helpful, consider subscribing to support North Campus Calculus. More tutorials and problem solutions:    / @kuzeykampus   👉 North Campus & Kuzey Kampüs — Welcome to the World of Mathematics and Calculus! Find detailed lectures, comprehensive problem solutions, and exam-preparation content. Don’t forget to subscribe ❤️ 🔗 North Campus Calculus (Global / English):    / @northcampuscalculus   🔗 Kuzey Kampüs (Turkish):    / @kuzeykampus   🔖 Tags #Calculus #Integral #Cotangent #TrigIntegrals #APCalculus #EssentialCalculus #NorthCampus #MathTutorial