in an adiabatic process the pressure is increased by 2/3
Mohammed
Guys, does anyone know the answer?
get in an adiabatic process the pressure is increased by 2/3 from screen.
In an adiabatic process, the pressure is increased by 2/3
Click here👆to get an answer to your question ✍️ In an adiabatic process, the pressure is increased by 2/3
Question 3 2 %. If γ= 2 3
, then the volume decreases by nearly:
A9 4 %
B3 2 %
C1 %
D4 9 % Medium Open in App
Updated on : 2022-09-05
Solution Verified by Toppr
Correct option is A)
Solve any question of Thermodynamics with:-
Patterns of problems
>
Was this answer helpful?
9 0
In an adiabatic process, pressure is increased by 2/3%. If Cp / Cv =3/2, then the volume decreases by aboutA. 4/9%B. 2/3%C. 4 %S. 9/4%
In an adiabatic process, pressure is increased by 2/3%. If Cp / Cv =3/2, then the volume decreases by aboutA. 4/9%B. 2/3%C. 4 %S. 9/4%
Byju's Answer Standard XII Physics
Thermodynamic Processes
In an adiabat... Question
In an adiabatic process, pressure is increased by
2 3 % . If C P C V = 3 2
, then the volume decreases by about
A 4 9 % B 2 3 % C 4 % D 9 4 % Open in App Solution
The correct option is A
4 9 %
For an adiabatic process,
P V γ = K Here, γ = C P C V = 3 2 and K = constant ⇒ P V 3 / 2 = K Taking log both sides, log P + 3 2 log V = log K
On differentiating both sides using chain rule,
⇒ 1 P × d P + 3 2 1 V × d V = 0
For finite differences in values of
P and V
, we can write above equation as,
⇒ Δ P P + 3 2 Δ V V = 0 ⇒ Δ V V = − 2 3 Δ P P ⇒ Δ V V × 100 = − ( 2 3 ) ( Δ P P × 100 ) ⇒ Δ V V × 100 = − 2 3 × 2 3 = − 4 9 % ∴
Volume decreases by about
4 9 % Suggest Corrections 1
SIMILAR QUESTIONS
Q. During an adiabatic process, the pressure of a gas is found to be proportional to the cube of the absolute temperature. The ratioC P C V = for the gas is
Q. The value ofγ = C P C V is 4 3
for an adiabatic process of an ideal gas for which the internal energy is given by
d U = n ( V d P + P d V ) . The value of n is
Q. In an adiabatic process, pressure is increased by2 3 % . If C P C V = 3 2
, then the volume decreases by about
Q. In an adiabatic process, pressure is increased by2 3 % . If C P C V = 3 2
, then the volume decreases by about
Q.Does the number of moles of reaction products increase, decrease or remain same when each of the following equilibria is subjected to a decrease in pressure by increasing the volume?
(a) (b) (c) View More
In a adiabatic process pressure is increased by 2//3% if C(P)//C(V) = 3//2. Then the volume decreases by about
In a adiabatic process pressure is increased by 2//3% if C(P)//C(V) = 3//2. Then the volume decreases by about
Home > English > Class 11 > Physics > Chapter >
Ktg & Thermodynamics
>
In a adiabatic process pressur...
In a adiabatic process pressure is increased by
2/3% 2/3% if C P / C V =3/2 CP/CV=3/2
. Then the volume decreases by about
Updated On: 27-06-2022
( 00 : 30 ) ADVERTISEMENT Text Solution Open Answer in App Answer
The correct Answer is
4/9% 4/9%
Answer
Step by step solution by experts to help you in doubt clearance & scoring excellent marks in exams.
Related Videos
415586282 0 2.6 K 2:51
In an adiabatic process wherein pressure is increased by
2 3 % 23% . If C p C v = 3 2 CpCv=32
, then the volume decreases by about :
644525291 0 5.9 K 2:37
In a adiabatic process pressure is increased by
2/3% 2/3% if C P / C V =3/2 CP/CV=3/2
. Then the volume decreases by about
645059016 0 6.1 K 3:03
In a adiabatic process pressure is increased by
2/3% 2/3% if C P / C V =3/2 CP/CV=3/2
. Then the volume decreases by about
11446335 11 4.5 K 1:35
In a adiabatic process is increased by
2/3% 2/3% if C P / C V =3/2 CP/CV=3/2
. Then the volume decreases by about
645779039 3 3.5 K 2:09
एक रुद्धोष्म प्रक्रम में, एक गैस के लिए दाब में वृद्धि
2 3 23 % और C p C v = 3 2 CpCv=32
है । तब आयतन में कमी लगभग होती है :
643935128 0 2.6 K 2:09
एक रुद्धोष्म प्रक्रम में, एक गैस के लिए दाब में वृद्धि
2 3 23 % और C p C v = 3 2 CpCv=32
है । तब आयतन में कमी लगभग होती है :
Show More ADVERTISEMENT Follow Us:
Popular Chapters by Class:
Class 6 Algebra
Basic Geometrical Ideas
Data Handling Decimals Fractions Class 7
Algebraic Expressions
Comparing Quantities
Congruence of Triangles
Data Handling
Exponents and Powers
Class 8
Algebraic Expressions and Identities
Comparing Quantities
Cubes and Cube Roots
Data Handling
Direct and Inverse Proportions
Class 9
Areas of Parallelograms and Triangles
Circles Coordinate Geometry Herons Formula
Introduction to Euclids Geometry
Class 10
Areas Related to Circles
Arithmetic Progressions
Circles Coordinate Geometry
Introduction to Trigonometry
Class 11 Binomial Theorem
Complex Numbers and Quadratic Equations
Conic Sections
Introduction to Three Dimensional Geometry
Limits and Derivatives
Class 12
Application of Derivatives
Application of Integrals
Continuity and Differentiability
Determinants
Differential Equations
Privacy Policy
Terms And Conditions
Disclosure Policy Contact Us
Guys, does anyone know the answer?