Question

In: Chemistry

thanks Fe+3 + SCN- ----> <---- FeSCN+2 You mix the following: Volume of KSCN solution 4.27...

thanks

Fe+3 + SCN-
---->
<----
FeSCN+2
You mix the following:
Volume of KSCN solution 4.27 mL
Original concentration of KSCN solution 0.00495 M
Volume of ferric ion solution 4.74 mL
Original concentration of ferric ion solution 0.02488 M
Voluume of distilled water 5.25 mL
You measure the %T of the blank and sample at 447 nm using the same cuvet. Only FeSCN2+ absorbs at 446 nm! KSCN and Fe+3 are transparent.
%T of blank 100.6
%T of sample 42.7
constant [Molarity FeSCN2+ per absorbance] 0.001264 M/A
Note: This constant is only for this pre-lab
Calculate:
a) Millimoles of SCN- originally put in solution _______________ mmoles
b) Millimoles of Fe+3 originally put in solution _______________ mmoles
c) Total volume of solution _______________ mL
d) Molarity of FeSCN2+ at equilibrium _______________ M
e) Millimoles of FeSCN2+ at equilibrium _______________ mmoles
f) Molarity of SCN- at equilibrium _______________ M
g) Molarity of Fe+3 at equilibrium _______________ M
h) Calculated equilibrium constant _______________

Solutions

Expert Solution

KSCN 4.27 ml at 0.00495M

a) Moles of KSCN= 0.00495*4.27/1000 = 2.11X10-5Moles= 2.11X10-2millmoles

b) Moles of Ferric iron =0.02488*4.74/1000= 0.000117931 Moles = 0.1179 mill moles

c) Volume of water added = 5.25 ml .Total volume of solution = 4.27+4.74+5.25=14.26 ml

Moles of KSCN befores reaction (M1) can be calculated from 0.00495 * 4.27 = 14.26*M1

M1= 0.00495*4.27/ 14.26 =0.001482M

M2= Molarity of Ferric iron before reaction = 0.02488*4.74/14.26=0.00827M

After reaction

From Absobrance= 2-log%(T)= Absorbance = 2-log(42.7)=0.3696

d) Molarity of FeSCN+2= 0.3696*0.001264= 0.000467M ( This is the molarity at equilibrium)

e) Moles of FeSCN+2 = 0.000467*14.26/1000=6.089X10-6moles = 0.006089 mill moles

g) the reaction is Fe+3+ SCN- ----> FeCN+2

Inital mill moles Final miil moles ( KSCN is the limting reactant)

KSCN 2.11X10-2 0.006089   

Fe+3 0.1179 0.1179- 0.006089 =0.11181

FeSCN+2 formed = 0.006089 mill moles

Equilibrium constant = Molarity of FeSCN+2/ ( Molarity of Fe+3)* Molairty of KSCN

=(0.006089/14.26)/ {( 0.11181/14.26)* (0.006089/14.26)} =127


Related Solutions

You mix Fe^3+ with SCN^- and form the product [FeSCN]^2+. After mixing the reactants and allowing...
You mix Fe^3+ with SCN^- and form the product [FeSCN]^2+. After mixing the reactants and allowing the system to reach equilibrium, which statements are true? More than one statement is true. a) the forward and reverse reactions continue to occur b) the reaction stops (no molecules convert between reactant/product) c) the forward rate constant is equal to the reverse rate constant d) the amount of product present is constant e) the rate of the forward reaction is equal to the...
Fe(NO3)3+KSCN ---- FeSCN^2+KNO3 the assumption was made that all of the SCN^- which had been added...
Fe(NO3)3+KSCN ---- FeSCN^2+KNO3 the assumption was made that all of the SCN^- which had been added to the standard solutions had been converted to FeSCN^2+. Is this assumption reasonable. Explain considering the initial concentration of SCN- relative to that of Fe3+ in each sample soln 0.200M Fe(NO3)3 (ml) 0.00200M KSCN (ml) water (ml) FeSCN2+ (ml) 1 5.00 0.20 4.80 4x10^-5 2 5.00 0.40 4.60 8x10^-5 3 5.00 0.60 4.40 1.2x10^-4 4 5.00 0.80 4.20 1.6x10^-4 5 5.00 1.00 4.00 2.00x10-4
In the reaction: Fe^3+ + SCN^− ⇌ [Fe(NCS)]2+ The initial concentration of Fe^3+ was 0.109 and...
In the reaction: Fe^3+ + SCN^− ⇌ [Fe(NCS)]2+ The initial concentration of Fe^3+ was 0.109 and the initial concentration of SCN^− was 0.105. After equilibrium was established, the concentration of the complex was 0.09. What is the equilibrium constant?
in part 1 of this experiment how are solution of unknown Fe(SCN)2+ made?
in part 1 of this experiment how are solution of unknown Fe(SCN)2+ made?
Consider the following reaction : Fe3+ (aq) + SCN- (aq) ---> Fe(SCN)2+ (aq) Starting with 4.00...
Consider the following reaction : Fe3+ (aq) + SCN- (aq) ---> Fe(SCN)2+ (aq) Starting with 4.00 mL of .200 M Fe3+ (aq) in a cuvette, 0.10 mL increments of 0.00100 M SCN- (aq) will be added. Assume that because [Fe3+ (aq)] >> [SCN- (aq)], the [Fe(SCN)2+] concentration can be calculated from the limiting reagent, SCN-. Calculate [Fe(SCN)2+]. Volume .00100 M KSCN mL [Fe(SCN)2+] (M) .10 .20 .30 .40 .50 .60 .70 .80 .90 1.00
An experiment with Le Chatelier's Principle resulted in this equation: Fe3+ + SCN- <=> Fe(SCN)2+ First...
An experiment with Le Chatelier's Principle resulted in this equation: Fe3+ + SCN- <=> Fe(SCN)2+ First off, should the first reactant be Fe2+ or Fe3+? Our TA said Fe2+, but I'm not sure why it's not Fe3+ since we were adding Fe3+ to observe changes in equilibrium. (The lab manual specifies that Fe(SCN)2+ in a product.) Second, it was obvious that adding Fe3+ and SCN- shifted the equilibrium to the right toward products. However, addition of NaH2PO4 shifted the equilibrium...
Using the initial concentrations of [Fe(H2O)6]^3+, SCN^-, and the equilibrium concentration of the [Fe(H2O)5SCN]^2+ complex, calculate...
Using the initial concentrations of [Fe(H2O)6]^3+, SCN^-, and the equilibrium concentration of the [Fe(H2O)5SCN]^2+ complex, calculate the equilibrium concentrations of both [Fe(H2O)6]^3+ and SCN^-. All mol/L. Ice table is needed. Initial concentrations of [Fe(H2O)6^3+: Initial concentrations of SCN: [Fe(H2O)5SCN]^2+ equilibrium: Fe(H2O)6 - SCN - EQ Fe(H2O)5SCN 0.390 1.54 23.42 0.390 3.12 35.99 0.390 4.84 58.09 0.390 6.25 74.81 0.390 7.96 98.97
DATA: Calibration Solution 0.2M Fe(NO3)3 in 0.5M HNO3 0.002M KSCN in 0.5 HNO3 0.5M HNO3 Absorbance...
DATA: Calibration Solution 0.2M Fe(NO3)3 in 0.5M HNO3 0.002M KSCN in 0.5 HNO3 0.5M HNO3 Absorbance #1 5mL .50 4.5 .339 #2 5mL 1 4 .758 #3 5mL 1.5 3.5 1.150 #4 5mL 2 3 1.518 Equilibrium Solution 0.002M in Fe(NO3)3 in 0.5M HNO3 0.002 KSCN in 0.5M HNO3 0.5M in HNO3 Absorbance #1 5mL 1 4 .124 #2 5 2 3 .212 #3 5 3 2 .308 #4 5 4 1 .406 #5 5 5 0 .672 1. Concentration...
Composition of Solution for Determing k Test Tube 0.0025 M Fe(NO3)3 0.0025 M KSCN 0.10 M...
Composition of Solution for Determing k Test Tube 0.0025 M Fe(NO3)3 0.0025 M KSCN 0.10 M HNO3 Results of Spectro Absorbance 6 1.0 ml 1.0 ml 5.0 ml ---> .109 7 1.0 ml 1.5 ml 4.5 ml .183 8 1.0 ml 2.0 ml 4.0 ml .278 9 1.0 ml 2.5 ml 3.5 ml .295 10 1.0 ml 3.0 ml 3.0 ml .337 Test Tube Starting Fe3+ Starting SCN- Equlibrium Fe(SCN)2+ Eq. Fe3+ Eq. SCN- 6 7 8 9 10 Complete...
PART D: Study of the Equilibrium: Fe3+(aq) + SCN– (aq) ⇌ [FeSCN] 2+(aq) pale yellow red...
PART D: Study of the Equilibrium: Fe3+(aq) + SCN– (aq) ⇌ [FeSCN] 2+(aq) pale yellow red 20. Which reagent(s) did you use to enhance the formation of [FeSCN] 2+(aq)? Why? 21. Indicate which ion was added to or removed from the equilibrium mixture, based on the reagent(s) you chose in question 20. 22. Which reagent(s) did you use to enhance the formation of Fe3+(aq)? Why? 23. Indicate which ion was added to or removed from the equilibrium mixture, based on...
ADVERTISEMENT
ADVERTISEMENT
ADVERTISEMENT