U1L20p3 SHM Problem: Velocity & Acceleration Relation | Distance Formula | BAS203 | AKTU Sem 2
ENGINEERING MATHEMATICS-II (BAS203) | AKTU B.Tech 1st Year Sem 2
Welcome to EduGlue AKTU – your exam-focused problem-solving partner.
Downloads the notes here: https://play.google.com/store/apps/de...
🎓 Explore the full AKTU syllabus with easy-to-understand videos, notes, and study material!
👉 For this subject: https://www.eduglue.in/courses/785025
📚 Browse all subjects here: https://www.eduglue.in/courses
Helpline No. – 91 8948193165
Join Telegram: https://t.me/eduglue
In this video lecture with notes, we solve another important Simple Harmonic Motion (SHM) problem – a very common question in AKTU semester exams.
📌 Problem Statement:
A particle executes Simple Harmonic Motion such that at two positions:
• Velocity = u, Acceleration = α
• Velocity = v, Acceleration = β
Prove that the distance between the two positions = (v² - u²)/(α + β)
This video is part of our ENGINEERING MATHEMATICS-II complete syllabus playlist for AKTU first year sem 2.
Useful for all branches – AKTU CSE, CS, IT, EC, EE, ME, CE – basically AKTU BTech first year students.
✅ Why watch?
• Important SHM exam problem with proof
• Clear step-by-step derivation
• Uses both acceleration and velocity formulas
• Shows how to eliminate amplitude (a) and μ
• Perfect for AKTU semester exam preparation
🔔 Subscribe to EduGlue AKTU for more AKTU tutorials, unit-wise videos, aktu notes, and AKTU important questions.
👍 Like, Share & Comment your doubts.
#AKTU #EngineeringMathematics2 #BAS203 #SimpleHarmonicMotion #SHMProof #VelocityAccelerationRelation #AKTUSem2 #EduGlueAKTU #AKTUFirstYear #DifferentialEquations #AKTUExamPrep