Questions 61–70 of 79. Imported answers require independent review unless marked reviewed.

Topic practice 79 questionsPage 7 of 8

Question 38

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For a given binary system at constant temperature and pressure, the molar volume (in m³/mol) is given by:

, where

and

are the mole fractions of components A and B, respectively. The volume change of mixing

(in m³/mol) at

is ________ (rounded off to one decimal place).

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Question 39

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CHNAT2 marksNeeds review
Consider a vessel containing steam at 180 °C. The initial steam quality is 0.5 and the initial volume of the vessel is 1 m³. The vessel loses heat at a constant rate

under isobaric conditions so that the quality of steam reduces to 0.1 after 10 hours. The thermodynamic properties of water at 180 °C are (subscript

: vapor phase; subscript

: liquid phase): specific volume:

m³/kg,

m³/kg; specific internal energy:

kJ/kg,

kJ/kg; specific enthalpy:

kJ/kg,

kJ/kg. The rate of heat loss

(in kJ/hour) is __________ (rounded off to the nearest integer).

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Question 40

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A fractionator recovers 95 mol % n-propane as the distillate from an equimolar mixture of n-propane and n-butane. The condensate is a saturated liquid at 55 °C. The Antoine equation is of the form,

, and the constants are provided below:
Component
A
B
C
n-propane
9.1058
1872.46
−25.16
n-butane
9.0580
2154.90
−34.42
Assuming Raoult’s law, the condenser pressure (in bar) is __________ (rounded off to one decimal place).

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Question 53

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Consider the reactor-separator-recycle process operating under steady state conditions as shown in the figure. The reactor is an ideal Continuous-Stirred Tank Reactor (CSTR), where the reaction A + B → C occurs. Assume that there is no impurity in the product and recycle streams. Other relevant information are provided in the figure.
Diagram for Chemical Engineering question 53

The mole fraction of B (

) in the reactor that minimizes the recycle rate is __________ (rounded off to two decimal places).

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Question 14

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Consider the following properties: (P) temperature (Q) specific gravity (R) chemical potential (S) volume The option which lists ALL the intensive properties is
Your answerChoose one option.

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Question 17

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The reactant (M) is converted into product (N) in the presence of catalyst in a fixed bed reactor. All the flow rates (F, G, H, P and R) in mol/s, and mole fraction of reactant (M) in these streams (x_F, x_G, x_H, x_P and x_R) are shown in the diagram.
Diagram for Chemical Engineering question 17

The overall fractional conversion is
Your answerChoose one option.

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Question 24

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The ammonia (NH₃) oxidation process occurs over a catalyst as
4 NH₃ + 5 O₂ → 6 H₂O + 4 NO
Air is supplied such that oxygen (O₂) is 20% in excess of that required for complete conversion of NH₃. The mole fraction of O₂ in inlet gas mixture (NH₃ + air) is ______ (rounded off to third decimal place).

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Question 29

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G denotes the Gibbs free energy of a binary mixture, nₜ denotes the total number of moles present in the system, μᵢ is the chemical potential of the iᵗʰ component (μᵢ ≠ 0 and μ₁ > μ₂) and xᵢ is the mole fraction of the iᵗʰ component. The correct variation of G/nₜ (in J/mol) at constant temperature and pressure is given by
Your answerChoose one option.

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Question 48

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An azeotropic mixture of ethanol and water is to be separated in a distillation column using benzene as an entrainer. At the column operating conditions, two liquid phases are formed on a tray. The degree(s) of freedom of the system for the choice of intensive properties at equilibrium is(are) __________

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Question 50

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In a closed piston-cylinder system, methane was observed to obey the following equation of state

where

m³/mol. The temperature and volume are 500 °C and 5 m³ respectively for 100 moles of methane. At this state of the system, the isobaric rate of change of temperature with volume (in °C/m³) is __________ (rounded off to second decimal place).

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