(For Nos 15 to 18). The k value for the equimolar counterdiffusion between A and B was determined to be 1.75 x 10-7 kgmol/s m2 Pa. 15. Compute for the kg value for A diffusing through stagnant B at...

Extracted text: (For Nos 15 to 18). The k value for the equimolar counterdiffusion between A and B was determined to be 1.75 x 10-7 kgmol/s m2 Pa. 15. Compute for the kg value for A diffusing through stagnant B at 298.15 K and Protal = 1 atm. Gas A has a partial pressure of 0.30 atm at the gas phase and 0 atm at the interface. a. 2.0806 x 10-7 kgmol/s m2 Pa b. 6.3245 x 10-3 kgmol/s m² - Pa c. 0.02108 kgmol/s m2 Pa d. 0.51577 kgmol/s m? . Pa 16. Compute for the k, value for A diffusing through stagnant B. a. 2.0806 x 10-7 m/s b. 6.3245 x 10-3 m/s c. 0.02108 m/s d. 0.51577 m/s 17. Compute for the k, value for A diffusing through stagnant B. a. 2.0806 x 10-7 kgmol/s m2 - mol frac b. 6.3245 x 10-3 kgmol/s · m2 - mol frac c. 0.02108 kgmol/s m2 mol frac d. 0.51577 kgmol/s m2 mol frac 18. Compute for the flux, Na, under A diffusing through stagnant B (absolute value). a. 2.0806 x 10-7 kgmol/s m? b. 6.3245 x 10-3 kgmol/s m? 0.02108 kgmol/s m? d. 0.51577 kgmol/s m2 C.