1.1 the realm of physics
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IB PHYSICS-Physics and Physical measuremen
TOPIC: 1
PHYSICS AND PHYSICAL MEASUREMENT
1.1 THE REALM OF PHYSICS
1. PHSICAL QUANTIITES: The quantities which can be measured, analyzed andsubjected to mathematical manipulation are called physical quantities.
2. FUNDAMENTAL PHYSICAL QUANTITIES: The physical quantities which do not
depend upon any other quantities for their measurement are called fundamental
quantities. There are seven fundamental physical quantities, they are
(i) Length
(ii) Ma
(iii) Ti!e
(i") Te!#e$at%$e
(") E&e't$i' '%$$ent
("i) L%!in% intenit an*
("ii)A!%nt + %,tan'e.
In addition to the fundamental physical quantities there are two quantities calledsupplementary quantities(i) P&ane ang&e an*(ii) S&i* ang&e
. Unit + !ea%$e!ent: The standard used for the measurement of a physical
quantity is called the unit of that physical quantity. The requirement of a !ood unit
are
"i# The unit should be invariable
"ii# It should be easily reproducible
"iii# The unit should be universally accepted.
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The most commonly used system of units are
"i# $%& system and
"ii# &I " system international# system
'. (undamental quantities and their base units in &I system
N F%n*a!enta&-%antit
SI ,ae%nit
S!,&
1. )en!th metre m
2. *ass +ilo!ram +!
. Time second s'. Temperature +elvin
-. lectric current ampere /
0. )uminous intensity candela cd
. /mount ofsubstance
ilomole +mol
&upplementary quantities and their base units
N %##&e!enta$
-%antit
SI ,ae
%nit
S!,&
1. lane an!le radian rad
2. &olid an!le steradian sr
-. De$i"e* -%antitie: The quantities which depend on two or more fundamental
quantities for their measurement are called derived quantities.
&ome of the derived quantities and their &I units are
N. Phi'a& -%antit SI %nit S!,&
1. (orce 3ewton 3
2. 4or+, ener!y 5oule 5
. ower 4att 4
'. lectric char!e $oulomb $
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-. lectric potential 6olt 6
0. lectric resistance 7hm 8
. (requency 9ertz 9z
. *a!netic flu; 4eber 4b
2
0. O$*e$ + !agnit%*e: The order of ma!nitude of a physical quantity is defined as
the power of ten nearest to that number.
N%!,e$ O$*e$ + !agnit%*e
1==
/ 0 1/1 1=1
// 0 1/2 1=2
.3 0 .3 1// 1==
4./ 0 4 1// 1=1
5 1/2 1=2-
3 1/671 1=>=
8. P9e$ #$e+i an* !,&
PO;ER PREFI< SYM=OL PO;ER PREFI< SYM=OL
1/61> att6 a 1/1 *e?a6 *a
1/614 +e!t6 + 1/2 he't6 h
1/612 #i'6 # 1/7 ?i&6 ?
1/63 nan6 n 1/5 !ega6 M
1/65 !i'$6 @ 1/3 giga6
1/67
!i&&i6 ! 1/12
tet$a6 T1/62 'enti6 ' 1/14 #eta6 P
1/61 *e'i6 * 1/1> ea6 E
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