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Newton's First Law and Inertia

conceptfoundation~30 min study9 MCQ

A body continues at rest or in uniform motion unless acted on by a net external force; this property is inertia, measured by mass.

What is Newton's First Law and Inertia?

A body continues at rest or in uniform motion unless acted on by a net external force; this property is inertia, measured by mass.

Key formula / rule: Inertia is measured by mass, not by weight.

Key points

  • Define inertia and identify inertial frames.
  • Explain everyday phenomena using the first law.

Common exam trap

Believing a moving body needs a continuous force to keep moving.

Definitions

Term

Newton's First Law and Inertia

Meaning

A body continues at rest or in uniform motion unless acted on by a net external force; this property is inertia, measured by mass.

Term

Newton's First Law and Inertia — explanation

Meaning

The first law defines the inertial frame in which the other two laws hold. Everyday experience misleads because friction is always present, which is why bodies appear to need a force to keep moving.

Learning objectives

  • Define inertia and identify inertial frames.

  • Explain everyday phenomena using the first law.

Formulae

Key point

Inertia is measured by mass, not by weight.

Key point

The law identifies inertial frames; it is not a special case of F = ma.

Key point

Net force zero means constant velocity, not necessarily rest.

Prerequisites

  • PHY-U1-KIN-T1-S1-C3

Common mistakes

  • Believing a moving body needs a continuous force to keep moving.

  • Applying the law in an accelerating frame without a pseudo-force.

Keywords

  • Newton

  • First

  • Inertia

Practice preview

  • Which of Newton's laws is also known as the Law of Inertia?

    easy

  • An object is moving with a constant velocity of 5 m/s in a straight line. If no external forces are acting on it, what will be its velocity after 10 seconds?

    medium

  • When a moving bus suddenly applies brakes, passengers are pushed forward. This phenomenon is best explained by:

    easy