A Derived Quantity is a Physics Quantity That is Not a Base Quantity

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A derived quantity is a P hysics quantity that is not a base quant ity. It is the quantities which derived from the base quantities through multiplying and/or dividing them.  Example (S  peed is derived from dividing distance by time.)  Derived Unit  The derived unit is a combination of base units through multiplying and/or dividing them.  Example 1   Find the derived unit of density.   Answer  

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A derived quantity is a Physics quantity that is not a base quantity. It is the quantities which

derived from the base quantities through multiplying and/or dividing them.

 

Example 

(S peed is derived from

dividing distance by time.) 

Derived Unit The derived unit is a combination of base units through multiplying and/or dividing them.

 Example 1 

 Find the derived unit of density. 

 Answer  

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Unit Conversion 

Area and Volume 

 Example 2 

C onvert the unit of length, area and volume below to the units given.

a) 7.2 m = ____________cm 

b) 0.32 m2

= ____________cm2 

c) 0.0012 m3

= ____________cm3 

d) 5.6 cm = ____________m 

e) 350 cm2 = ____________m2 

 f) 45000 cm3

= ____________m3 

 Answer  

a) 7.2 m = 7.2 x 102 cm

 b) 0.32 m2

= 0.32 x 104

cm2

= 3.2 x 103

cm2 

c) 0.0012 m3

= 0.0012 x 106

cm3

= 1.2 x 103

cm3 

d) 5.6 cm = 5.6 x 10-2

m

e) 350 cm2 = 350 x 10-4 m2 = 3.5 x 10-2 m2 

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f) 45000 cm3

= 45000 x 10-6

m3

= 4.5 x 10-2

m3 

Speed 

 Example 3 

C omplete the following unit conversion 

a) 12 kmh-1

= __________ ms-1

 

b) 12 ms-1 = __________ kmh-1 

 Answer  

a){\rm{ 12kmh}}^{{\rm{ - 1}}} {\rm{ = }}{{{\rm{12km}}} \over {{\rm{1h}}}}{\rm{ =

}}{{{\rm{12,000m}}} \over {{\rm{60 \times 60s}}}}{\rm{ = }}{{{\rm{10}}} \over 

{\rm{3}}}{\rm{ms}}^{{\rm{ - 1}}}

 b){\rm{ 12ms}}^{{\rm{ - 1}}} {\rm{ = }}{{{\rm{12m}}} \over {{\rm{1s}}}}{\rm{ = }}{{{{{\rm{12}}}

\over {{\rm{1000}}}}{\rm{km}}} \over {{{\rm{1}} \over {{\rm{60 \times 60}}}}{\rm{h}}}}{\rm{ =

43}}{\rm{.2kmh}}^{{\rm{ - 1}}}

Prefixes are the preceding factor used to represent very small and very large physical

quantities in SI units.

Conversion of prefixes 

Prefixes to Normal Number  Example 1 

The frequency of the radio wave is 350M Hz. What is the frequency of the radio wave

in Hz? 

 Answ er  

Mega (M) = 1,000,000 or 10 6 

Therefore,

350MHz = 250 x 106Hz

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 Example 1

ategorize each quantity elo as eing either a vector or a scalar.

Speed, velocity, acceleration, distance, displacement, energy, electrical charge,

density, volume, length, momentum, time, temperature, force, mass, po er, ork,

impulse.

Answer: 

Scalar Quantities: 

y  speed 

y  distance 

y  energy 

y  electrical charge 

y  density 

y  volume 

y  length 

y  time 

y  temperature 

y  mass 

y  po er   

y  ork 

Vector Quantities 

y  velocity 

y  acceleration 

y  displacement 

y  momentum 

y  force 

y  impulse