How to Find f(x) from f''(x) | Full Step-by-Step Integration with Conditions (Easy Explanation!) скачать в хорошем качестве

How to Find f(x) from f''(x) | Full Step-by-Step Integration with Conditions (Easy Explanation!)

In this step-by-step calculus tutorial, we solve a common exam-style question: You're given the second derivative: ➡️ f''(x) = 18x + 8 And two initial conditions: ➡️ f'(2) = 46 ➡️ f(0) = 8 We’ll use integration to recover the original function \( f(x) \). 🎯 This video is perfect for: KCSE Form 4 students studying calculus First-year university or college students learning basic integration Anyone who wants to improve their understanding of how to move from a second derivative back to the original function 📚 What you’ll learn: ✅ How to integrate a second derivative step-by-step ✅ How to apply initial conditions to find constants ✅ How to write the final function f(x) accurately 📌 This method is essential in both high school and college-level calculus exams. 🎓 Whether you’re in Kenya studying for KCSE 2025 or in university tackling early calculus, this whiteboard walkthrough makes it clear and simple. Don’t forget to: 👍 Like 💬 Comment with your questions 🔔 Subscribe for more math walkthroughs with Tricky Solver! calculus, integration, find f(x) from f''(x), kcse math, college calculus, beginner integration, second derivative problem, form 4 mathematics, calculus for beginners, how to integrate step by step, math help, university math tutorial #Calculus #Findfx #IntegrationSteps #KCSE2025 #UniversityMath #CollegeCalculus #TrickySolver #WhiteboardMath #MathWithSteps #differentiationandintegration