Need a force to accelerate an object on a frictionless surface

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SUMMARY

To accelerate an object on a frictionless surface, a force is indeed required, as established by Newton's Second Law of Motion, F=MA. The discussion emphasizes the necessity of applying force to achieve acceleration, reinforcing the principles of classical mechanics. Participants highlighted the relevance of Newton's First Law, which states that an object at rest will remain at rest unless acted upon by an external force. Thus, understanding these fundamental laws is crucial for calculating the force needed for acceleration.

PREREQUISITES
  • Newton's Second Law of Motion (F=MA)
  • Newton's First Law of Motion
  • Basic understanding of classical mechanics
  • Concept of frictionless surfaces
NEXT STEPS
  • Study the implications of Newton's First Law in various scenarios
  • Explore practical applications of F=MA in real-world physics problems
  • Research the concept of inertia and its relation to force and acceleration
  • Investigate frictionless surfaces in experimental physics
USEFUL FOR

Students of physics, educators teaching classical mechanics, and anyone interested in the principles of motion and force application.

DavidMasabo
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Homework Statement
would you need a force to accelerate an object on a friction-less surface?
How could one calculate the force?
Relevant Equations
F=MA
Problem Statement: would you need a force to accelerate an object on a friction-less surface?
How could one calculate the force?
Relevant Equations: F=MA

would you need a force to accelerate an object on a friction-less surface?
How could one calculate the force?
 
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DavidMasabo said:
Problem Statement: would you need a force to accelerate an object on a friction-less surface?
How could one calculate the force?
Relevant Equations: F=MA

Problem Statement: would you need a force to accelerate an object on a friction-less surface?
How could one calculate the force?
Relevant Equations: F=MA

would you need a force to accelerate an object on a friction-less surface?
How could one calculate the force?
Welcome to the PF.

Looks like you answered your own question by listing the Relevant Equation... :smile:
 
David - Revise Newtons First Law.
 

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