Units, Dimensions and Vectors — Concept Maps
NIOS · Class 12 · Physics
4 concept maps of Units, Dimensions and Vectors for NIOS Class 12 Physics, each also written out as a text outline.
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Units, Dimensions and Vectors - Complete Concept Map
The map in words
- Units Dimensions Vectors
- SI System
- Base Units
- Mass kg
- Length m
- Time s
- Current A
- Temperature K
- Prefixes
- Larger Mega Giga Tera
- Smaller Milli Micro Nano
- Derived Units
- Force Newton
- Energy Joule
- Power Watt
- Base Units
- Significant Figures
- Rules
- Non-zero significant
- Zeros between significant
- Leading zeros not significant
- Trailing zeros decimal yes
- Calculations
- Add subtract decimal places
- Multiply divide sig figs
- Rules
- Dimensions
- Write as M L T
- Homogeneity Principle
- Both sides same dimension
- Applications
- Derive relationships
- Check equations
- Unit conversion
- Find unknown dimensions
- Scalars
- Magnitude Only
- Mass Temperature Speed
- Algebra Rules
- Addition Subtraction
- Magnitude Only
- Vectors
- Magnitude Direction
- Velocity Force Displacement
- Addition
- Triangle Law
- Parallelogram Law
- Polygon Law
- Products
- Dot Product Scalar
- Cross Product Vector
- Resolution
- Components Aₓ Aᵧ
- Unit Vectors i j k
- Magnitude Direction
- SI System
Units, Dimensions and Vectors — Complete Chapter Overview
The map in words
- Units Dimensions Vectors
- SI Units
- 7 Base Units
- Length metre
- Mass kilogram
- Time second
- Current ampere
- Temperature kelvin
- Luminous Intensity candela
- Amount of Substance mole
- Derived Units
- Newton Force
- Joule Energy
- Pascal Pressure
- Watt Power
- Prefixes
- nano 10 power minus 9
- micro 10 power minus 6
- milli 10 power minus 3
- kilo 10 power 3
- mega 10 power 6
- giga 10 power 9
- 7 Base Units
- Significant Figures
- Rules
- Non zero digits significant
- Zeros between digits significant
- Trailing zeros after decimal significant
- Leading zeros not significant
- Operations
- Addition uses least decimal places
- Multiplication uses fewest sig figs
- Rules
- Dimensional Analysis
- Dimensions M L T I theta
- Principle of Homogeneity
- Applications
- Check equation correctness
- Derive relationships
- Convert between systems
- Limitations
- No dimensionless constants
- Cannot use trig or log functions
- Scalars and Vectors
- Scalars
- Magnitude only
- Mass speed energy
- Vectors
- Magnitude and direction
- Force velocity displacement
- Scalars
- Vector Operations
- Addition
- Triangle Law
- Parallelogram Law
- Component Method
- Products
- Dot Product scalar result
- Cross Product vector result
- Resolution
- x component A cos theta
- y component A sin theta
- Addition
- SI Units
How to Write a Perfect Physics Numerical Answer
The map in words
- Read the Question
- Identify Given Values
- Write GIVEN Section with units
- Write TO FIND Section
- Write FORMULA
- Substitute Values with units
- Perform Calculation
- Answer correct?
- Yes: Write RESULT with units
- Verify using dimensions
- No: Check signs and formula
- Yes: Write RESULT with units
- Answer correct?
- Perform Calculation
- Substitute Values with units
- Write FORMULA
- Write TO FIND Section
- Write GIVEN Section with units
- Identify Given Values
Units, Dimensions and Vectors
The map in words
- Units, Dimensions and Vectors
- Physical World and Measurements
- SI Units
- Dimensions
- Scalars and Vectors
- Vector Addition and Subtraction
- Multiplication of Vectors
- Resolution of Vectors
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