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				This section includes 14 Mcqs, each offering curated multiple-choice questions to sharpen your Separation Processes knowledge and support exam preparation. Choose a topic below to get started.
| 1. | If the critical temperature of propane is 369.8K and temperature of mixture is 477.6K and the saturation pressure is 4250kPa , what is the value of a? | 
| A. | 234.5 units | 
| B. | 678.9 units | 
| C. | 765.6 units | 
| D. | 836.7 units | 
| Answer» E. | |
| 2. | What is the value of b if the temperature is 477.6K and the saturation pressure is 2829kPa? | 
| A. | 836.7 units | 
| B. | 2334.666 units | 
| C. | 0.0626 units | 
| D. | 0.4356 units | 
| Answer» D. 0.4356 units | |
| 3. | What is the value of ω for symmetric molecules? | 
| A. | 1 | 
| B. | 0.264 | 
| C. | 0 | 
| D. | 0.490 | 
| Answer» D. 0.490 | |
| 4. | What is the van der waal’s equation of non-ideal gas? | 
| A. | [P + a(n/v)2](v/n –b) =RTb) [P + a(n/v)2] =RTc) [P + (n/v)2](v/n – | 
| B. | =RTb) [P + a(n/v)2] =RT | 
| C. | [P + (n/v)2](v/n –b) =RT | 
| D. | [P + a(n/v)2](v/n ) =RT | 
| Answer» B. =RTb) [P + a(n/v)2] =RT | |
| 5. | IF_THE_CRITICAL_TEMPERATURE_OF_PROPANE_IS_369.8K_AND_TEMPERATURE_OF_MIXTURE_IS_477.6K_AND_THE_SATURATION_PRESSURE_IS_4250KPA_,_WHAT_IS_THE_VALUE_OF_A??$ | 
| A. | 234.5 units | 
| B. | 678.9 units | 
| C. | 765.6 units | 
| D. | 836.7 units | 
| Answer» E. | |
| 6. | WHAT_IS_THE_VALUE_OF_B_IF_THE_TEMPERATURE_IS_477.6K_AND_THE_SATURATION_PRESSURE_IS_2829KPA??$ | 
| A. | 836.7 units | 
| B. | 2334.666 units | 
| C. | 0.0626 units | 
| D. | 0.4356 units | 
| Answer» D. 0.4356 units | |
| 7. | What is the correct representation of Soave-Redich-Kwong equation? | 
| A. | P = [RT/v-b] – [a/v<sup>2</sup>+bv+a]. | 
| B. | P = [RT/v-b] – [a/v<sup>2</sup>+bv]. | 
| C. | P = [RT/v-b] – [a/v<sup>2</sup>+bv+b]. | 
| D. | P = [RT/v-b] – [a/v<sup>2</sup>]. | 
| Answer» C. P = [RT/v-b] ‚Äö√Ñ√∂‚àö√ë‚àö¬® [a/v<sup>2</sup>+bv+b]. | |
| 8. | If A =0.2724 and B= 0.05326 find the value of compressibility factor Z. | 
| A. | 0.7867 | 
| B. | 0.7314 | 
| C. | 0.8656 | 
| D. | 10.435 | 
| Answer» C. 0.8656 | |
| 9. | How can the compressibility factor be determined form generalized equation and Redich-kwong equation? | 
| A. | Z<sup>3</sup> – Z<sup>2</sup> + (A-B-B<sup>2</sup>)Z – AB =0 | 
| B. | Z<sup>3</sup> – Z<sup>2</sup> + (A-B-B<sup>2</sup>) – AB =0 | 
| C. | Z<sup>3</sup> – Z<sup>2</sup> + (A-B-B<sup>2</sup>)Z – A =0 | 
| D. | Z3 – Z2 + (A-B)Z – AB =0 | 
| Answer» B. Z<sup>3</sup> ‚Äö√Ñ√∂‚àö√ë‚àö¬® Z<sup>2</sup> + (A-B-B<sup>2</sup>) ‚Äö√Ñ√∂‚àö√ë‚àö¬® AB =0 | |
| 10. | What is the value of ω for symmetric molecules?$ | 
| A. | 1 | 
| B. | 0.264 | 
| C. | 0 | 
| D. | 0.490 | 
| Answer» D. 0.490 | |
| 11. | What is the formula for acentric factor? | 
| A. | Z = (-log(P<sup>s</sup>/P<sub>c</sub>)<sub>Tr=o.7</sub>) – 1000 | 
| B. | z = (-log(P<sup>s</sup>/P<sub>c</sub>)<sub>Tr=o.7</sub>) – 1.000 | 
| C. | ω = (-log(P<sup>s</sup>/)<sub>Tr=o.7</sub>) – 1.000 | 
| D. | ω = (-log(P<sup>s</sup>/P<sub>c</sub>)<sub>Tr=o.7</sub>) – 1.000 | 
| Answer» E. | |
| 12. | What is the van der waal’s equation of non-ideal gas?$ | 
| A. | [P + a(n/v)<sup>2</sup>](v/n –b) =RT | 
| B. | [P + a(n/v)<sup>2</sup>] =RT | 
| C. | [P + (n/v)<sup>2</sup>](v/n –b) =RT | 
| D. | [P + a(n/v)<sup>2</sup>](v/n ) =RT | 
| Answer» B. [P + a(n/v)<sup>2</sup>] =RT | |
| 13. | What does the ideal gas equation neglects? | 
| A. | Temperature of molecules | 
| B. | Friction between molecules | 
| C. | Volume occupied by the molecules | 
| D. | Pressure occupied by the molecules | 
| Answer» D. Pressure occupied by the molecules | |
| 14. | What is the p-v-T equation of state? | 
| A. | Relationship between volume and temperature | 
| B. | Relationship between pressure, molar volume and temperature | 
| C. | Relationship between pressure and temperature | 
| D. | Relationship between pressure and molar volume | 
| Answer» C. Relationship between pressure and temperature | |