Principle of Moments: Complete ICSE Class 10 Physics Guide

Speed Up Science
0
Story book page 1page 2page 3page 4page 5page 6page 7page 8page 9page 10

Rainbow mindmap image 
Principle of Moments

🌈 Principle of Moments (ICSE Class 10)

🔴 Definition
For a balanced body, clockwise moments equal anticlockwise moments.
🟠 Formula
Clockwise Moment = Anticlockwise Moment
🟡 Rotational Equilibrium
Body remains balanced and does not rotate.
🟢 Clockwise Moment
Rotation in clock direction is negative.
🔵 Anticlockwise Moment
Rotation opposite to clock direction is positive.
🟣 Applications
Beam balance, see-saw, weighing machine.
⚫ Key Idea
Greater force or greater distance produces larger moment.

🎯 Learning Objectives

  • Understand principle of moments.
  • Learn rotational equilibrium.
  • Apply concept in daily life.

🧩 Competencies

  • Conceptual Understanding
  • Logical Thinking
  • Numerical Skills

📊 Learning Outcomes

  • Defines principle of moments correctly.
  • Solves simple numerical problems.
  • Identifies balanced conditions.

📌 Evidence

  • Correct MCQ responses
  • Numerical solving
  • Class discussion participation

📝 MCQ Quiz

1. Principle of moments applies to:

2. Clockwise moment is considered:

3. Anticlockwise moment is:

4. Beam balance works on:

5. Greater distance from pivot produces:

🧠 HOTS Questions

1. Why can a small child balance a heavy person on see-saw?

By sitting farther from pivot to increase moment.

2. Why is beam balance accurate?

Because clockwise and anticlockwise moments become equal.

3. Why does long handle help in opening tight nut?

Longer distance increases turning effect.

4. Can body rotate if moments are balanced?

No, balanced moments keep body in equilibrium.

5. Why are moments important in machines?

They help produce controlled rotational motion.

🔢 Simple Numericals

1. A force of 10 N acts at 2 m from pivot. Find moment.

Moment = Force × Distance

M = 10 × 2

Moment = 20 Nm

2. A 5 N force acts at 4 m distance. Find moment.

M = 5 × 4

Moment = 20 Nm

3. A beam is balanced by equal clockwise and anticlockwise moments of 30 Nm. State condition.

Clockwise Moment = Anticlockwise Moment

30 Nm = 30 Nm

Beam remains balanced.

Post a Comment

0Comments

Post a Comment (0)