7.7) If 23.70 mL of 0.0400 M KMnO4 is required to titrate a 0.400 g sample of K3[Fe(C2O4)3]⋅3H2O, what is the percent C2O2−4 in the complex?
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A sample containing precious chemicals (MF and BAD) is given to you to analyze anddetermine the molar compositions. You can’t measure MF directly so you must send itthrough a reactor where it reacts with BAD in three reactions:
R1: MF + BAD→MAD + FB
R2: MF + 3BAD→B2 + F(AD)3 + MB R3: 2MF + 3BAD→2MBAD + 2FD+BA
The selectivity of FB to MB is 13.4 and the selectivity of B2 to BA is 165. If your equipment detects 2 moles of BA:
What is the molar composition of the original sample?
Can you determine the product stream composition? If so, what is it?
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Similarity:
Primary:
Goal or outcome =
How achieved =
Secondary:
Goal or outcome =
How achieved =
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An ideal gas known as Minesium (MW=34.0) is flowing at a steady rate of 0.125 lbmol/min through a 62.5 in2 circular tube at a temperature of 185 °F and pressure of 42.0 psig. What is the velocity (ft/s) of this ideal gas? Assume Patm = 14.7 psia. The correct answer is 0.586 ft/s, but I don't understand how to get this answer.
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Two representative pollutants are radon (222Rn) and benzene. Parameters needed for the estimation are listed in the table below. Answer the following questions.
(a) Estimate the steady-state radioactivity in the station in Bq m-3.
(b) Estimate the steady-state concentration of benzene both in mg m-3 and in ppbv. Molecular weight of benzene is 78 g mol-1. Assume 298 K and 1 atm (= 101,325 Pa).
(c) Although regulatory limit of indoor benzene concentration is 30 mg m-3 in Korea, researchers argue that it should be as low as 1.3 mg m-3 considering carcinogenic risk of benzene. Can you lower the benzene concentration as low as for protection of citizens’ health? Suggest potential options to lower benzene concentration in the station.
|
Parameter |
Symbol |
Value with units |
|
Volume of indoor air |
V |
30,000 m3 |
|
Air-exchange rate |
ke |
2.0 h-1 |
|
First-order decay constant of 222Rn |
kd, Rn |
0.00754 h-1 |
|
Rate of production of radioactivity of 222Rn inside the station |
Ri, Rn |
10 Bq m-3 h-1 |
|
Outside background radioactivity |
Ao |
4.0 Bq m-3 |
|
Rate of production of benzene inside the station |
Ri, benz |
3.0 mg m-3 h-1 |
|
Outside background concentration of benzene |
Co, benz |
1.5 mg m-3 |
|
Half-life of benzene in the station |
t1/2, benz |
8.0 h |
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Identify one SMART financial goal. What do you think is the
best way to invest to meet that financial goal? Explain why.
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All statements are thermodynamically correct, EXCEPT:
a) The Gibbs free energy variation for vaporization under T and
P constants is always positive
b) If a saturated liquid undergoes reversible adiabatic expansion
to a lower pressure, then some of the liquid will vaporize
c) The heat capacity at constant pressure of a monocomponent system
consisting of liquid and vapor in equilibrium is infinite
d) The heat capacity at constant volume of a monocomponent system
consisting of liquid and vapor in equilibrium is infinite
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we discussed two-film theory and the use of the overall mass transfer coefficients that will be one of our foundational components in solving practical mass transfer problems over the course of the semester. In your own words, explain what two-film theory is and how it simplifies real mass transfer across an interface? How does the overall mass transfer coefficient develop from two-film theory? Finally, what is the difference between the overall mass transfer coefficients based on the gas and liquid phase and why might we use one over the other?
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Calculate the freezing point of a solution containing 104 g FeCl3 in 153 g water.
Calculate the boiling point of a solution above.
Calculate the freezing point of a solution containing 55.2 % KCl by mass (in water).
Calculate the freezing point of a solution containing 3.34 m MgF2.
Calculate the boiling point of a solution above
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A 10 m3 mixture solution contains molecules A, B and C in water at ambient temperature.
Calculate:
(a) Each species mass concentration.
(b) Their molar concentration.
(c) Total mass concentration and molar concentration.
(d) Mass and mole fraction.
given:
Vmix= 10 m3
mA= 0.3 kg , mB= 0.5 kg , mC= 0.4 kg , mH2O= 9.8 kg
MWA= 50 , MWB= 250 , MWC= 10 , MWH2O= 18
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Is the value of Cd a function of the fluid which is flowing through the meter? What other effect does Cd accommodate in the case of viscous fluids (in addition to viscous or friction losses)?
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