Units and Dimensions: 31 flashcards

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1. What are the two parts of a physical quantity?

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A numerical value and a unit.

2. Name the seven SI base units.

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metre, kilogram, second, ampere, kelvin, mole, candela

3. What is a derived unit? Give an example.

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A unit formed by multiplying or dividing base units; e.g., newton = kg·m/s².

4. What do dimensions describe?

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How a quantity is built from fundamental quantities like M, L, T.

5. Dimensional formula of force

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[M L T⁻²]

6. Dimensional formula of work or energy

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[M L² T⁻²]

7. Dimensional formula of power

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[M L² T⁻³]

8. Dimensional formula of pressure

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[M L⁻¹ T⁻²]

9. Dimensional formula of momentum or impulse

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[M L T⁻¹]

10. State the principle of homogeneity.

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In a correct physical equation, the dimensions of all terms on both sides must be the same.

11. What are three uses of dimensional analysis?

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To check equations, convert units, and derive relations.

12. What can dimensional analysis NOT determine?

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Dimensionless constants like ½ or 2π.

13. Give an example of two quantities with the same dimensions but different physical meanings.

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Work and torque both have [M L² T⁻²].

14. Convert 1 newton to dyne.

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1 N = 10⁵ dyne

15. Convert 1 joule to erg.

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1 J = 10⁷ erg

16. Name four dimensionless quantities.

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Angle, strain, refractive index, relative density

17. What is the dimension of a pure number?

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1 (dimensionless)

18. Why can't you add 3 kg to 2 m?

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They have different dimensions; only quantities with the same dimensions can be added.

19. What is the SI unit of force?

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newton (N)

20. What is the SI unit of pressure?

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pascal (Pa)

21. What is the SI unit of work?

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joule (J)

22. What is the SI unit of power?

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watt (W)

23. What is the dimensional formula of speed?

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[L T⁻¹]

24. What is the dimensional formula of acceleration?

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[L T⁻²]

25. What is the dimensional formula of area?

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[L²]

26. What is the dimensional formula of volume?

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[L³]

27. What is the dimensional formula of density?

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[M L⁻³]

28. What is the dimensional formula of surface tension?

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[M T⁻²]

29. What is the dimensional formula of frequency?

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[T⁻¹]

30. What is the dimensional formula of Planck's constant?

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[M L² T⁻¹]

31. What is the dimensional formula of gravitational constant G?

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[M⁻¹ L³ T⁻²]

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