CBSE 11 Physics - Part 1 | 1. UNITS AND MEASUREMENT by Pavan | Learn Smarter
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1. UNITS AND MEASUREMENT

1. UNITS AND MEASUREMENT

Measurement is crucial in physics, relying on universally accepted standards known as units. Fundamental quantities are represented by base units, while all other quantities are derived from these bases, creating a comprehensive system of measurement. The International System of Units (SI) standardizes these units for global consistency, emphasizing the importance of significant figures and dimensional analysis in accurately reporting measurements.

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  1. 1
    Units And Measurement - Introduction

    This section discusses the importance of units in measurement and the...

  2. 1.1
    The International System Of Units

    The International System of Units (SI) is a globally accepted system for...

  3. 1.2
    Significant Figures

    Significant figures indicate the precision of a measurement, emphasizing...

  4. 1.3
    Dimensions Of Physical Quantities

    The dimensions of physical quantities describe their nature and...

  5. 1.4
    Dimensional Formulae And Dimensional Equations

    This section explains the concept of dimensional formulas and equations,...

  6. 1.5
    Dimensional Analysis And Its Applications

    Dimensional analysis is a critical tool in physics that enables the checking...

  7. 1.5.1
    Checking The Dimensional Consistency Of Equations

    This section discusses the principle of dimensional consistency in...

  8. 1.5.2
    Deducing Relation Among The Physical Quantities

    This section discusses how dimensional analysis can be used to deduce...

  9. 1.6

    This section summarizes the key concepts of units and measurement in...

  10. 1.7

    This section presents a comprehensive set of exercises to reinforce the...

What we have learnt

  • Measurement is the comparison of physical quantities to standard units.
  • The International System of Units (SI) ensures standardization and simplicity in scientific, technical, and industrial measurements.
  • Dimensional consistency is vital in equations, allowing us to check their correctness and deduce relationships between physical quantities.

Key Concepts

-- Fundamental Units
Basic units that define fundamental physical quantities such as length, mass, and time.
-- Derived Units
Units that can be expressed as combinations of fundamental units, such as velocity and acceleration.
-- Significant Figures
Digits in a number that are necessary to express the precision of a measured value.
-- Dimensional Analysis
A technique for checking the consistency of equations and deducing relationships among physical quantities.

Additional Learning Materials

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