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Important Formulas: Physics and measurement

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 Page 1


UNIT AND DIMENSIONS
Unit :
Measurement of any physical quantity is expressed in terms of an
internationally accepted certain basic standard called unit.
* Fundamental Units.
S.No. Physical Quantity SI Unit Symbol 
1 Length Metre m  
2 Mass Kilogram Kg 
3 Time Second S 
4 Electric Current Ampere A 
5 Temperature Kelvin K 
6 Luminous Intensity Candela Cd 
7 Amount of Substance Mole mol 
 
* Supplementary Units :
S.No. Physical Quantity SI Unit Symbol 
1 Plane Angle radian r 
2 Solid Angle  Steradian Sr 
 
* Metric Prefixes :
 
S.No. Prefix Sym bol Value 
1 Centi c  10
–2
 
2 M ili  m  10
–3
 
3 M icro µ 10
–6
 
4 Nano n  10
–9
 
5 Pico p  10
–12
 
6 Kilo K 10
3
 
7 M ega M 10
6
 
 
Page 2


UNIT AND DIMENSIONS
Unit :
Measurement of any physical quantity is expressed in terms of an
internationally accepted certain basic standard called unit.
* Fundamental Units.
S.No. Physical Quantity SI Unit Symbol 
1 Length Metre m  
2 Mass Kilogram Kg 
3 Time Second S 
4 Electric Current Ampere A 
5 Temperature Kelvin K 
6 Luminous Intensity Candela Cd 
7 Amount of Substance Mole mol 
 
* Supplementary Units :
S.No. Physical Quantity SI Unit Symbol 
1 Plane Angle radian r 
2 Solid Angle  Steradian Sr 
 
* Metric Prefixes :
 
S.No. Prefix Sym bol Value 
1 Centi c  10
–2
 
2 M ili  m  10
–3
 
3 M icro µ 10
–6
 
4 Nano n  10
–9
 
5 Pico p  10
–12
 
6 Kilo K 10
3
 
7 M ega M 10
6
 
 
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FAQs on Important Formulas: Physics and measurement

1. What are the most important formulas in physics and measurement for JEE Main?
Ans. Essential formulas for JEE Main physics and measurement include dimensional analysis (M L T), unit conversion methods, error calculations, and significant figures rules. Key formulas cover density, velocity, acceleration, force, work, energy, and power relationships. Students should master SI base units, derived units, and dimensional equations to solve numerical problems efficiently. Refer to mind maps and flashcards on EduRev for quick formula revision before exams.
2. How do I convert between different unit systems in physics measurements?
Ans. Unit conversion uses multiplication by conversion factors without changing the physical quantity's value. For example, converting metres to centimetres multiplies by 100, while converting hours to seconds multiplies by 3600. The dimensional analysis method ensures consistency across SI units, CGS units, and other measurement systems. Understanding conversion factors for length, mass, time, and derived units helps solve JEE problems accurately and prevents calculation errors.
3. What's the difference between accuracy and precision in physics measurements?
Ans. Accuracy describes how close a measured value is to the true value, while precision indicates how consistent repeated measurements are with each other. A measurement can be precise but inaccurate, or accurate but imprecise. In experimental physics, both matter equally. Understanding this distinction helps students interpret measurement errors, calculate uncertainties, and validate experimental data in physics practicals and JEE numerical problems effectively.
4. Why do significant figures matter so much in JEE physics problems?
Ans. Significant figures reflect measurement precision and prevent false accuracy in calculations. The number of significant figures in an answer shouldn't exceed those in the given data. Rules include counting non-zero digits, zeros between non-zero digits, and trailing zeros after decimals. JEE examiners test significant figure application in numerical answers because it demonstrates understanding of measurement limitations and realistic problem-solving approaches in physics.
5. How do dimensional formulas help solve physics problems quickly for JEE exams?
Ans. Dimensional analysis verifies formula correctness by checking that both sides of equations have matching dimensions (M, L, T combinations). This method eliminates incorrect options in multiple-choice questions and catches algebraic errors before calculation. Students can derive unknown relationships, check unit consistency, and solve dimensional equations without memorising every formula. Mastering dimensional formulas accelerates problem-solving and builds conceptual confidence during JEE preparation.
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