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Introduction to Force and Motion Laws

Aug 8, 2024

Force and Laws of Motion

Introduction

  • Science and Fan's method of study presentation
  • Beginning of One Shot Lecture (Force and Laws of Motion)
  • Motion chapter was taught first, now Force and Laws of Motion will be covered in one shot
  • Making study more fun with activities and videos
  • Discussions about the experiences of online and offline students
  • The characteristics of the Tree Batch

CBSE Syllabus 2023-24

  • Included force, Newton's three laws, and conservation of momentum
  • Conservation of momentum has been removed
  • Following NCERT

What is Force?

  • Force: Push and Pull
  • Effect of Force: Change in the motion of an object

Types of Forces

  • Contact Forces: Contact required
  • Non-Contact Forces: Contact not required
  • Balanced Forces: When equal forces act from opposite directions, the total force is zero
  • Unbalanced Forces: When forces act from opposite directions, the total force is not zero

What can Force do?

  • Can move an object
  • Can stop a moving object
  • Can change the direction
  • Can change the speed
  • Can change the shape and size

NewtonтАЩs Three Laws

NewtonтАЩs First Law

  • An object at rest will remain at rest
  • An object in motion will remain in motion (in a straight line with uniform speed)
  • State will change only when force is applied
  • Inertia: The property of an object that does not allow its state to change
  • Types of Inertia: Inertia of rest, inertia of motion, inertia of direction

NewtonтАЩs Second Law

  • The rate of change of momentum is directly proportional to the force applied
  • Formula: F = ma
  • Momentum: Mass * Velocity
  • SI Unit of Momentum: kg m/s
  • Momentum measures the impact of a collision
  • Case Study: Momentum of a bullet*

NewtonтАЩs Third Law

  • For every action, there is an equal and opposite reaction
  • Examples: Walking, jumping, recoiling of a gun, rocket launch, rowing

Conclusion

  • Two main formulas of Force: Momentum (p = mv) and Force (F = ma)
  • Chapter is mainly numerical-based
  • Question-answer session to follow