Courses

# Chapter 12 Radiation Heat Transfer 3 Notes | EduRev

## : Chapter 12 Radiation Heat Transfer 3 Notes | EduRev

``` Page 1

12-60

Special Topic: Heat Transfer from the Human Body

12-74C Yes, roughly one-third of the metabolic heat generated by a person who is resting or doing light
work is dissipated to the environment by convection, one-third by evaporation, and the remaining one-third

12-75C Sensible heat is the energy associated with a temperature change. The sensible heat loss from a
human body increases as (a) the skin temperature increases, (b) the environment temperature decreases, and
(c) the air motion (and thus the convection heat transfer coefficient) increases.

12-76C Latent heat is the energy released as water vapor condenses on cold surfaces, or the energy
absorbed from a warm surface as liquid water evaporates. The latent heat loss from a human body increases
as (a) the skin wettedness increases and (b) the relative humidity of the environment decreases. The rate of
evaporation from the body is related to the rate of latent heat loss by
?
? Q m h
fg latent vapor
? where h fg is the
latent heat of vaporization of water at the skin temperature.

12-77C The insulating effect of clothing is expressed in the unit clo with 1 clo = 0.155 m
2
. ?C/W = 0.880
ft
2
. ?F.h/Btu. Clothing serves as insulation, and thus reduces heat loss from the body by convection,
radiation, and evaporation by serving as a resistance against heat flow and vapor flow. Clothing decreases
heat gain from the sun by serving as a radiation shield.

12-78C (a) Heat is lost through the skin by convection, radiation, and evaporation. (b) The body loses both
sensible heat by convection and latent heat by evaporation from the lungs, but there is no heat transfer in the

12-79C The operative temperature T operative  is the average of the mean radiant and ambient temperatures
weighed by their respective convection and radiation heat transfer coefficients, and is expressed as
T
h T h T
h h
T T
operative
ambient surr
?
?
?
?
?
2

When the convection and radiation heat transfer coefficients are equal to each other, the operative
temperature becomes the arithmetic average of the ambient and surrounding surface temperatures.
Page 2

12-60

Special Topic: Heat Transfer from the Human Body

12-74C Yes, roughly one-third of the metabolic heat generated by a person who is resting or doing light
work is dissipated to the environment by convection, one-third by evaporation, and the remaining one-third

12-75C Sensible heat is the energy associated with a temperature change. The sensible heat loss from a
human body increases as (a) the skin temperature increases, (b) the environment temperature decreases, and
(c) the air motion (and thus the convection heat transfer coefficient) increases.

12-76C Latent heat is the energy released as water vapor condenses on cold surfaces, or the energy
absorbed from a warm surface as liquid water evaporates. The latent heat loss from a human body increases
as (a) the skin wettedness increases and (b) the relative humidity of the environment decreases. The rate of
evaporation from the body is related to the rate of latent heat loss by
?
? Q m h
fg latent vapor
? where h fg is the
latent heat of vaporization of water at the skin temperature.

12-77C The insulating effect of clothing is expressed in the unit clo with 1 clo = 0.155 m
2
. ?C/W = 0.880
ft
2
. ?F.h/Btu. Clothing serves as insulation, and thus reduces heat loss from the body by convection,
radiation, and evaporation by serving as a resistance against heat flow and vapor flow. Clothing decreases
heat gain from the sun by serving as a radiation shield.

12-78C (a) Heat is lost through the skin by convection, radiation, and evaporation. (b) The body loses both
sensible heat by convection and latent heat by evaporation from the lungs, but there is no heat transfer in the

12-79C The operative temperature T operative  is the average of the mean radiant and ambient temperatures
weighed by their respective convection and radiation heat transfer coefficients, and is expressed as
T
h T h T
h h
T T
operative
ambient surr
?
?
?
?
?
2

When the convection and radiation heat transfer coefficients are equal to each other, the operative
temperature becomes the arithmetic average of the ambient and surrounding surface temperatures.
12-61
0.4 0.6 0.8 1.0 1.2 1.4 1.6 1.8 2.0
5.0
6.0
7.0
8.0
9.0
10.0
11.0
12.0
13.0
V
h
12-80  The convection heat transfer coefficient for a clothed person while walking in still air at a velocity of
0.5 to 2 m/s is given by h = 8.6V
0.53
where V is in m/s and h is in W/m
2
. ?C. The convection coefficients in
that range vary from 5.96 W/m
2
. ?C at 0.5 m/s to 12.4 W/m
2
. ?C at 2 m/s. Therefore, at low velocities, the
radiation and convection heat transfer coefficients are comparable in magnitude. But at high velocities, the
convection coefficient is much larger than the radiation heat transfer coefficient.

Velocity,
m/s
h = 8.6V
0.53

W/m
2
. ?C
0.50
0.75
1.00
1.25
1.50
1.75
2.00
5.96
7.38
8.60
9.68
10.66
11.57
12.40

Page 3

12-60

Special Topic: Heat Transfer from the Human Body

12-74C Yes, roughly one-third of the metabolic heat generated by a person who is resting or doing light
work is dissipated to the environment by convection, one-third by evaporation, and the remaining one-third

12-75C Sensible heat is the energy associated with a temperature change. The sensible heat loss from a
human body increases as (a) the skin temperature increases, (b) the environment temperature decreases, and
(c) the air motion (and thus the convection heat transfer coefficient) increases.

12-76C Latent heat is the energy released as water vapor condenses on cold surfaces, or the energy
absorbed from a warm surface as liquid water evaporates. The latent heat loss from a human body increases
as (a) the skin wettedness increases and (b) the relative humidity of the environment decreases. The rate of
evaporation from the body is related to the rate of latent heat loss by
?
? Q m h
fg latent vapor
? where h fg is the
latent heat of vaporization of water at the skin temperature.

12-77C The insulating effect of clothing is expressed in the unit clo with 1 clo = 0.155 m
2
. ?C/W = 0.880
ft
2
. ?F.h/Btu. Clothing serves as insulation, and thus reduces heat loss from the body by convection,
radiation, and evaporation by serving as a resistance against heat flow and vapor flow. Clothing decreases
heat gain from the sun by serving as a radiation shield.

12-78C (a) Heat is lost through the skin by convection, radiation, and evaporation. (b) The body loses both
sensible heat by convection and latent heat by evaporation from the lungs, but there is no heat transfer in the

12-79C The operative temperature T operative  is the average of the mean radiant and ambient temperatures
weighed by their respective convection and radiation heat transfer coefficients, and is expressed as
T
h T h T
h h
T T
operative
ambient surr
?
?
?
?
?
2

When the convection and radiation heat transfer coefficients are equal to each other, the operative
temperature becomes the arithmetic average of the ambient and surrounding surface temperatures.
12-61
0.4 0.6 0.8 1.0 1.2 1.4 1.6 1.8 2.0
5.0
6.0
7.0
8.0
9.0
10.0
11.0
12.0
13.0
V
h
12-80  The convection heat transfer coefficient for a clothed person while walking in still air at a velocity of
0.5 to 2 m/s is given by h = 8.6V
0.53
where V is in m/s and h is in W/m
2
. ?C. The convection coefficients in
that range vary from 5.96 W/m
2
. ?C at 0.5 m/s to 12.4 W/m
2
. ?C at 2 m/s. Therefore, at low velocities, the
radiation and convection heat transfer coefficients are comparable in magnitude. But at high velocities, the
convection coefficient is much larger than the radiation heat transfer coefficient.

Velocity,
m/s
h = 8.6V
0.53

W/m
2
. ?C
0.50
0.75
1.00
1.25
1.50
1.75
2.00
5.96
7.38
8.60
9.68
10.66
11.57
12.40

12-62
12-81  A man wearing summer clothes feels comfortable in a room at 22 ?C. The room temperature at which
this man would feel thermally comfortable when unclothed is to be determined.
Assumptions 1 Steady conditions exist. 2 The latent heat loss from the person remains the same. 3 The heat
transfer coefficients remain the same. 4 The air in the room is still (there are no winds or running fans). 5
The surface areas of the clothed and unclothed person are the same.
Analysis  At low air velocities, the convection heat transfer coefficient
for a standing man is given in Table 12-3 to be 4.0 W/m
2
. ?C. The
radiation heat transfer coefficient at typical indoor conditions is 4.7
W/m
2
. ?C. Therefore, the heat transfer coefficient for a standing person
for combined convection and radiation is
h h h
2
W / m . C ? ? ? ? ? ? 4 0 4 7 8 7 . . .
The thermal resistance of the clothing is given to be
R
cloth
2 2
clo m . C / W = 0.109 m . C / W ? ? ? ? ? 0 7 0 7 0155 . . .
Noting that the surface area of an average man is 1.8 m
2
, the sensible
heat loss from this person when clothed is determined to be
W 104
C . W/m 8.7
1
+ C/W . m 0.109
C ) 20 33 )( m 8 . 1 (
1
) (
2
2
2
combined
cloth
ambient sk in
clothed sensible,
?
?
?
? ?
?
?
?
?
h
R
T T A
Q
s
?

From heat transfer point of view, taking the clothes off is equivalent to
removing the clothing insulation or setting R cloth = 0. The heat transfer
in this case can be expressed as

C . W/m 8.7
1
C ) 33 )( m 8 . 1 (
1
) (
2
ambient
2
combined
ambient sk in
unclothed sensible,
?
? ?
?
?
?
T
h
T T A
Q
s
?

To maintain thermal comfort after taking the clothes off, the skin
temperature of the person and the rate of heat transfer from him must
remain the same. Then setting the equation above equal to 104 W
gives
T
ambient
? ? 26.4 C
Therefore, the air temperature needs to be raised from 22 to 26.4 ?C to ensure that the person will feel
comfortable in the room after he takes his clothes off. Note that the effect of clothing on latent heat is
assumed to be negligible in the solution above. We also assumed the surface area of the clothed and
unclothed person to be the same for simplicity, and these two effects should counteract each other.
T room= 20°C
Clothed
person
T skin= 33°C
T room
T skin= 33°C
Unclothed
person
Page 4

12-60

Special Topic: Heat Transfer from the Human Body

12-74C Yes, roughly one-third of the metabolic heat generated by a person who is resting or doing light
work is dissipated to the environment by convection, one-third by evaporation, and the remaining one-third

12-75C Sensible heat is the energy associated with a temperature change. The sensible heat loss from a
human body increases as (a) the skin temperature increases, (b) the environment temperature decreases, and
(c) the air motion (and thus the convection heat transfer coefficient) increases.

12-76C Latent heat is the energy released as water vapor condenses on cold surfaces, or the energy
absorbed from a warm surface as liquid water evaporates. The latent heat loss from a human body increases
as (a) the skin wettedness increases and (b) the relative humidity of the environment decreases. The rate of
evaporation from the body is related to the rate of latent heat loss by
?
? Q m h
fg latent vapor
? where h fg is the
latent heat of vaporization of water at the skin temperature.

12-77C The insulating effect of clothing is expressed in the unit clo with 1 clo = 0.155 m
2
. ?C/W = 0.880
ft
2
. ?F.h/Btu. Clothing serves as insulation, and thus reduces heat loss from the body by convection,
radiation, and evaporation by serving as a resistance against heat flow and vapor flow. Clothing decreases
heat gain from the sun by serving as a radiation shield.

12-78C (a) Heat is lost through the skin by convection, radiation, and evaporation. (b) The body loses both
sensible heat by convection and latent heat by evaporation from the lungs, but there is no heat transfer in the

12-79C The operative temperature T operative  is the average of the mean radiant and ambient temperatures
weighed by their respective convection and radiation heat transfer coefficients, and is expressed as
T
h T h T
h h
T T
operative
ambient surr
?
?
?
?
?
2

When the convection and radiation heat transfer coefficients are equal to each other, the operative
temperature becomes the arithmetic average of the ambient and surrounding surface temperatures.
12-61
0.4 0.6 0.8 1.0 1.2 1.4 1.6 1.8 2.0
5.0
6.0
7.0
8.0
9.0
10.0
11.0
12.0
13.0
V
h
12-80  The convection heat transfer coefficient for a clothed person while walking in still air at a velocity of
0.5 to 2 m/s is given by h = 8.6V
0.53
where V is in m/s and h is in W/m
2
. ?C. The convection coefficients in
that range vary from 5.96 W/m
2
. ?C at 0.5 m/s to 12.4 W/m
2
. ?C at 2 m/s. Therefore, at low velocities, the
radiation and convection heat transfer coefficients are comparable in magnitude. But at high velocities, the
convection coefficient is much larger than the radiation heat transfer coefficient.

Velocity,
m/s
h = 8.6V
0.53

W/m
2
. ?C
0.50
0.75
1.00
1.25
1.50
1.75
2.00
5.96
7.38
8.60
9.68
10.66
11.57
12.40

12-62
12-81  A man wearing summer clothes feels comfortable in a room at 22 ?C. The room temperature at which
this man would feel thermally comfortable when unclothed is to be determined.
Assumptions 1 Steady conditions exist. 2 The latent heat loss from the person remains the same. 3 The heat
transfer coefficients remain the same. 4 The air in the room is still (there are no winds or running fans). 5
The surface areas of the clothed and unclothed person are the same.
Analysis  At low air velocities, the convection heat transfer coefficient
for a standing man is given in Table 12-3 to be 4.0 W/m
2
. ?C. The
radiation heat transfer coefficient at typical indoor conditions is 4.7
W/m
2
. ?C. Therefore, the heat transfer coefficient for a standing person
for combined convection and radiation is
h h h
2
W / m . C ? ? ? ? ? ? 4 0 4 7 8 7 . . .
The thermal resistance of the clothing is given to be
R
cloth
2 2
clo m . C / W = 0.109 m . C / W ? ? ? ? ? 0 7 0 7 0155 . . .
Noting that the surface area of an average man is 1.8 m
2
, the sensible
heat loss from this person when clothed is determined to be
W 104
C . W/m 8.7
1
+ C/W . m 0.109
C ) 20 33 )( m 8 . 1 (
1
) (
2
2
2
combined
cloth
ambient sk in
clothed sensible,
?
?
?
? ?
?
?
?
?
h
R
T T A
Q
s
?

From heat transfer point of view, taking the clothes off is equivalent to
removing the clothing insulation or setting R cloth = 0. The heat transfer
in this case can be expressed as

C . W/m 8.7
1
C ) 33 )( m 8 . 1 (
1
) (
2
ambient
2
combined
ambient sk in
unclothed sensible,
?
? ?
?
?
?
T
h
T T A
Q
s
?

To maintain thermal comfort after taking the clothes off, the skin
temperature of the person and the rate of heat transfer from him must
remain the same. Then setting the equation above equal to 104 W
gives
T
ambient
? ? 26.4 C
Therefore, the air temperature needs to be raised from 22 to 26.4 ?C to ensure that the person will feel
comfortable in the room after he takes his clothes off. Note that the effect of clothing on latent heat is
assumed to be negligible in the solution above. We also assumed the surface area of the clothed and
unclothed person to be the same for simplicity, and these two effects should counteract each other.
T room= 20°C
Clothed
person
T skin= 33°C
T room
T skin= 33°C
Unclothed
person
12-63
12-82E An average person produces 0.50 lbm of moisture while
taking a shower. The contribution of showers of a family of four to the
latent heat load of the air-conditioner per day is to be determined.
Assumptions All the water vapor from the shower is condensed by the
air-conditioning system.
Properties The latent heat of vaporization of water is given to be 1050
Btu/lbm.
Analysis The amount of moisture produced per day is
m vapor = (Moisture produced per person)(No. of persons)
= (0.5 lbm/person)(4 persons/day) = 2 lbm/day
Then the latent heat load due to showers becomes
Q latent = m vaporh fg = (2 lbm/day)(1050 Btu/lbm) = 2100 Btu/day

12-83 There are 100 chickens in a breeding room. The rate of total heat generation and the rate of moisture
production in the room are to be determined.
Assumptions  All the moisture from the chickens is condensed by the air-conditioning system.
Properties The latent heat of vaporization of water is given to be 2430 kJ/kg. The average metabolic rate of
chicken during normal activity is 10.2 W (3.78 W sensible and 6.42 W latent).
Analysis  The total rate of heat generation of the chickens in the breeding room is

W 1020 = chickens) (100 W/chicken) 2 . 10 (
chickens) of (No.
total gen, total gen,
?
? q Q ?
?

The latent heat generated by the chicken and the rate of
moisture production are

kW 0.642 =
W 642 = chickens) )(100 W/chicken 42 . 6 (
chickens) of (No.
latent gen, latent gen,
?
? q Q ?
?

g/s 0.264  kg/s 000264 . 0
kJ/kg 2430
kJ/s 642 . 0
fg
latent gen,
moisture
? ? ? ?
h
Q
m
?
?
Moisture
0.5 lbm
100  Chickens
10.2 W
Page 5

12-60

Special Topic: Heat Transfer from the Human Body

12-74C Yes, roughly one-third of the metabolic heat generated by a person who is resting or doing light
work is dissipated to the environment by convection, one-third by evaporation, and the remaining one-third

12-75C Sensible heat is the energy associated with a temperature change. The sensible heat loss from a
human body increases as (a) the skin temperature increases, (b) the environment temperature decreases, and
(c) the air motion (and thus the convection heat transfer coefficient) increases.

12-76C Latent heat is the energy released as water vapor condenses on cold surfaces, or the energy
absorbed from a warm surface as liquid water evaporates. The latent heat loss from a human body increases
as (a) the skin wettedness increases and (b) the relative humidity of the environment decreases. The rate of
evaporation from the body is related to the rate of latent heat loss by
?
? Q m h
fg latent vapor
? where h fg is the
latent heat of vaporization of water at the skin temperature.

12-77C The insulating effect of clothing is expressed in the unit clo with 1 clo = 0.155 m
2
. ?C/W = 0.880
ft
2
. ?F.h/Btu. Clothing serves as insulation, and thus reduces heat loss from the body by convection,
radiation, and evaporation by serving as a resistance against heat flow and vapor flow. Clothing decreases
heat gain from the sun by serving as a radiation shield.

12-78C (a) Heat is lost through the skin by convection, radiation, and evaporation. (b) The body loses both
sensible heat by convection and latent heat by evaporation from the lungs, but there is no heat transfer in the

12-79C The operative temperature T operative  is the average of the mean radiant and ambient temperatures
weighed by their respective convection and radiation heat transfer coefficients, and is expressed as
T
h T h T
h h
T T
operative
ambient surr
?
?
?
?
?
2

When the convection and radiation heat transfer coefficients are equal to each other, the operative
temperature becomes the arithmetic average of the ambient and surrounding surface temperatures.
12-61
0.4 0.6 0.8 1.0 1.2 1.4 1.6 1.8 2.0
5.0
6.0
7.0
8.0
9.0
10.0
11.0
12.0
13.0
V
h
12-80  The convection heat transfer coefficient for a clothed person while walking in still air at a velocity of
0.5 to 2 m/s is given by h = 8.6V
0.53
where V is in m/s and h is in W/m
2
. ?C. The convection coefficients in
that range vary from 5.96 W/m
2
. ?C at 0.5 m/s to 12.4 W/m
2
. ?C at 2 m/s. Therefore, at low velocities, the
radiation and convection heat transfer coefficients are comparable in magnitude. But at high velocities, the
convection coefficient is much larger than the radiation heat transfer coefficient.

Velocity,
m/s
h = 8.6V
0.53

W/m
2
. ?C
0.50
0.75
1.00
1.25
1.50
1.75
2.00
5.96
7.38
8.60
9.68
10.66
11.57
12.40

12-62
12-81  A man wearing summer clothes feels comfortable in a room at 22 ?C. The room temperature at which
this man would feel thermally comfortable when unclothed is to be determined.
Assumptions 1 Steady conditions exist. 2 The latent heat loss from the person remains the same. 3 The heat
transfer coefficients remain the same. 4 The air in the room is still (there are no winds or running fans). 5
The surface areas of the clothed and unclothed person are the same.
Analysis  At low air velocities, the convection heat transfer coefficient
for a standing man is given in Table 12-3 to be 4.0 W/m
2
. ?C. The
radiation heat transfer coefficient at typical indoor conditions is 4.7
W/m
2
. ?C. Therefore, the heat transfer coefficient for a standing person
for combined convection and radiation is
h h h
2
W / m . C ? ? ? ? ? ? 4 0 4 7 8 7 . . .
The thermal resistance of the clothing is given to be
R
cloth
2 2
clo m . C / W = 0.109 m . C / W ? ? ? ? ? 0 7 0 7 0155 . . .
Noting that the surface area of an average man is 1.8 m
2
, the sensible
heat loss from this person when clothed is determined to be
W 104
C . W/m 8.7
1
+ C/W . m 0.109
C ) 20 33 )( m 8 . 1 (
1
) (
2
2
2
combined
cloth
ambient sk in
clothed sensible,
?
?
?
? ?
?
?
?
?
h
R
T T A
Q
s
?

From heat transfer point of view, taking the clothes off is equivalent to
removing the clothing insulation or setting R cloth = 0. The heat transfer
in this case can be expressed as

C . W/m 8.7
1
C ) 33 )( m 8 . 1 (
1
) (
2
ambient
2
combined
ambient sk in
unclothed sensible,
?
? ?
?
?
?
T
h
T T A
Q
s
?

To maintain thermal comfort after taking the clothes off, the skin
temperature of the person and the rate of heat transfer from him must
remain the same. Then setting the equation above equal to 104 W
gives
T
ambient
? ? 26.4 C
Therefore, the air temperature needs to be raised from 22 to 26.4 ?C to ensure that the person will feel
comfortable in the room after he takes his clothes off. Note that the effect of clothing on latent heat is
assumed to be negligible in the solution above. We also assumed the surface area of the clothed and
unclothed person to be the same for simplicity, and these two effects should counteract each other.
T room= 20°C
Clothed
person
T skin= 33°C
T room
T skin= 33°C
Unclothed
person
12-63
12-82E An average person produces 0.50 lbm of moisture while
taking a shower. The contribution of showers of a family of four to the
latent heat load of the air-conditioner per day is to be determined.
Assumptions All the water vapor from the shower is condensed by the
air-conditioning system.
Properties The latent heat of vaporization of water is given to be 1050
Btu/lbm.
Analysis The amount of moisture produced per day is
m vapor = (Moisture produced per person)(No. of persons)
= (0.5 lbm/person)(4 persons/day) = 2 lbm/day
Then the latent heat load due to showers becomes
Q latent = m vaporh fg = (2 lbm/day)(1050 Btu/lbm) = 2100 Btu/day

12-83 There are 100 chickens in a breeding room. The rate of total heat generation and the rate of moisture
production in the room are to be determined.
Assumptions  All the moisture from the chickens is condensed by the air-conditioning system.
Properties The latent heat of vaporization of water is given to be 2430 kJ/kg. The average metabolic rate of
chicken during normal activity is 10.2 W (3.78 W sensible and 6.42 W latent).
Analysis  The total rate of heat generation of the chickens in the breeding room is

W 1020 = chickens) (100 W/chicken) 2 . 10 (
chickens) of (No.
total gen, total gen,
?
? q Q ?
?

The latent heat generated by the chicken and the rate of
moisture production are

kW 0.642 =
W 642 = chickens) )(100 W/chicken 42 . 6 (
chickens) of (No.
latent gen, latent gen,
?
? q Q ?
?

g/s 0.264  kg/s 000264 . 0
kJ/kg 2430
kJ/s 642 . 0
fg
latent gen,
moisture
? ? ? ?
h
Q
m
?
?
Moisture
0.5 lbm
100  Chickens
10.2 W
12-64
12-84 Chilled air is to cool a room by removing the heat generated in a large insulated classroom by lights
and students.  The required flow rate of air that needs to be supplied to the room is to be determined.
Assumptions 1 The moisture produced by the bodies leave the room as vapor without any condensing, and
thus the classroom has no latent heat load. 2 Heat gain through the walls and the roof is negligible.
Properties The specific heat of air at room temperature is 1.00 kJ/kg ? ?C (Table A-15). The average rate of
metabolic heat generation by a person sitting or doing light work is 115 W (70 W sensible, and 45 W
latent).
Analysis The rate of sensible heat generation by the
people in the room and the total rate of sensible internal
heat generation are

W 500 , 14 4000 500 , 10
W 10,500 = persons) 150 W/person)( 70 (
people) of (No.
lighting sensible gen, sensible total,
sensible gen, sensible gen,
? ? ?
? ?
?
?
Q Q Q
q Q
? ? ?
?
?

Then the  required mass flow rate of chilled air becomes
kg/s 1.45 ?
? ? ? ?
?
?
?
C 15) C)(25 kJ/kg (1.0
kJ/s 5 . 14
sensible total,
air
T C
Q
m
p
?
?

Discussion The latent heat will be removed by the air-conditioning system as the moisture condenses
outside the cooling coils.
Chilled
air
Return
air
15°C
25°C
150 Students
Lights
4 kW
```
Offer running on EduRev: Apply code STAYHOME200 to get INR 200 off on our premium plan EduRev Infinity!