WorksheetsUNITS AND DIMENSIONS
Total questions: 34
Worksheet time: 20mins
Which of the following is the unit of latent heat:
J
J mol-1
J Kg-1
J Kg-1 mol-1
Unit of angular acceleration is SI system:
N kg-1
m sec-2
rad sec-2
km kg-1
erg m-1 can be the unit of the measure of
force
momentum
power
acceleration
What is the basic unit for length
meter
centemeters
yards
kilograms
What is the base unit for mass
pounds
kilograms
grams
dollars
What is the basic unit for time
seconds
minutes
hours
days
Unit of angular acceleration is SI system:
N kg-1
m sec-2
rad sec-2
km kg-1
Length cannot be measured by
fermi
debye
micron
light year
the dimensions of energy are
M L−1 T −2
M L−2 T −2
M L2 T −2
M L2 T −1
the dimensions of energy are
M L−1 T −2
M L−2 T −2
M L2 T −2
M L2 T −1
the dimensions of viscosity coefficient are
M L−1 T −2
M L−1 T −1
M L T −1
M L−2 T −2
the following equation is dimensionally
v2 =v02 +2 a d
Where :
v is the velocity
a is the acceleration
d is the distance
Correct
incorrect
if the force depends upon pressure , area , and the viscosity coefficient , Find the equation of the force
F=P A η
F=A ηP
F=AP
F=Pη A
the mass per unit area has the dimensions of ......
M L−2
M L−1
M
M −1 L
What is the DIMENSION of length?
[M]
[L]
[T]
[l]
Which one of these options is NOT a derived quantity?
Area
Volume
Density
Temperature
What is the SI unit of speed?
m/s
cm/s
km/hour
kg/m
1 nm (nano-meter) = .... m
1 x 10-12
1 x 109
1 x 10-9
1 x 1012
What is the DIMENSION of acceleration?
L3
[L/T]
[L/T2]
LT
Which one is not a dimension?
Length
Mass
Time
Kelvin
Which one is a unit?
Feet
Second
Square meter
All of the mentioned
The below given distance units are arranged in an order of
nm, mm, dm, m, Km
Smallest to largest
Largest to smallest
Not arranged in any correct order
None of the mentioned
Find out the dimensionless quantity
Pressure
Reynolds Number
Viscosity
Density
Which of the following is not a base unit?
meter
newton
kilogram
second
Which of the following is a derived unit?
metre
second
kilogram
joule
The _____________of a physical quantity is defined as the power of fundamental quantities are raised in order to represent that quantity
Numerical value
Dimensions
Derived physical quantity
Base physical quantity
Dimensional formula of area is
[L^2]
[L^5]
[L^4]
[L^3]
The quantities do not possess dimension formula but have a fixed value is called
Dimensionless constant
Dimensionless variables
Dimensional constant
Dimensional variable
The qualities whose values are variables and they do not have dimensions is called
Dimensionless constants
Dimensionless variables
Dimensional constant
Dimensional variables
Examples of dimensionless variables are
relative density, angle
Density ,work
Force, momentum
Dimensional formula of speed
[M^1L^2T^0]
[M^0L^2T^1]
[M^0L^1T^-1]
Dimensional formula of work is
[M^1L^2T^1]
[M^1L^2T^-2]
[M^1L^2T^0]
