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UPCAT PhysicsNewton's Laws, Dynamics & MomentumConcept Map

Concept maps are proven memory anchors for high-volume exams like UPCAT. This page maps out the key ideas of Newton's Laws, Dynamics & Momentum, the sub-topics that appear on UPCAT Physics papers, and the connections University of the Philippines frequently tests in mixed-concept questions.

Exam context

The University of the Philippines College Admission Test is conducted by University of the Philippines and is scheduled for Mid-2026 (announced by UP Admissions). The Physics subtest is marked as "Core" in the official pattern, and Newton's Laws, Dynamics & Momentum appears in position 3rd of 6 in the UPCAT Physics review rotation. Passing mark: UPG ≤ 2.2 typical. Recent UPCAT 2026 papers have drawn roughly 20 questions from this subject.

Newton's Laws, Dynamics & Momentum - Concept map

Central Concept

Newton's Laws of Motion

Related Concepts

Concept

Newton's First Law

Sub Concepts

  • Inertia
  • Equilibrium
  • Net Force Zero
  • State of Rest
  • Uniform Motion

Relationship To Central

Fundamental principle describing inertia and equilibrium

Concept

Newton's Second Law

Sub Concepts

  • F = ma
  • Net Force
  • Acceleration
  • Mass
  • Force Units

Relationship To Central

Quantitative relationship between force, mass, and acceleration

Concept

Newton's Third Law

Sub Concepts

  • Action Force
  • Reaction Force
  • Equal Magnitude
  • Opposite Direction
  • Force Pairs

Relationship To Central

Action-reaction pairs in force interactions

Concept

Types of Forces

Sub Concepts

  • Applied Force
  • Gravitational Force
  • Normal Force
  • Friction Force
  • Tension Force
  • Spring Force

Relationship To Central

Applied forces that demonstrate Newton's laws

Concept

Momentum

Sub Concepts

  • p = mv
  • Vector Quantity
  • Conservation of Momentum
  • Impulse
  • Change in Momentum

Relationship To Central

Consequence of Newton's laws in motion analysis

Concept

Collisions

Sub Concepts

  • Elastic Collision
  • Inelastic Collision
  • Conservation Laws
  • Before and After Analysis

Relationship To Central

Applications of momentum conservation principles

Concept

Work and Energy

Sub Concepts

  • Work = F × d
  • Kinetic Energy
  • Potential Energy
  • Power
  • Energy Conservation

Relationship To Central

Energy analysis of force applications

Concept Connections

To

Inertia

From

Newton's First Law

Strength

strong

Relationship

Defines the concept of inertia as resistance to change in motion

To

Force

From

Newton's Second Law

Strength

strong

Relationship

Provides quantitative relationship F = ma

To

Force Pairs

From

Newton's Third Law

Strength

strong

Relationship

Explains that forces always occur in equal and opposite pairs

To

Acceleration

From

Force

Strength

strong

Relationship

Net force causes acceleration according to F = ma

To

Momentum

From

Mass

Strength

strong

Relationship

Mass is a component of momentum in p = mv

To

Momentum

From

Velocity

Strength

strong

Relationship

Velocity is a component of momentum in p = mv

To

Conservation Laws

From

Momentum

Strength

strong

Relationship

Momentum is conserved in isolated systems

To

Momentum Conservation

From

Collisions

Strength

strong

Relationship

Collision analysis relies on momentum conservation principles

To

Work

From

Force

Strength

moderate

Relationship

Work is done when force causes displacement W = Fd

To

Energy

From

Work

Strength

strong

Relationship

Work results in energy transfer or transformation

To

Problem Solving

From

Newton's Second Law

Strength

strong

Relationship

F = ma is fundamental equation for dynamics problems

To

Motion Analysis

From

Friction

Strength

moderate

Relationship

Friction affects object motion and must be considered in calculations

To

Momentum Change

From

Impulse

Strength

strong

Relationship

Impulse equals change in momentum J = Δp

To

Energy Conservation

From

Elastic Collision

Strength

strong

Relationship

Kinetic energy is conserved in elastic collisions

To

Energy Loss

From

Inelastic Collision

Strength

moderate

Relationship

Some kinetic energy converts to other forms in inelastic collisions

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