In: Chemistry
Complete the table using the following data:
IO3- (aq) + 6S2O32- (aq) + 6H3O+ (aq) --> I- (aq) + 3S4O62- (aq) + 9H2O (l)
| Sodium Thiosulfate Solution Concentration (M) | 0.051 M | 
| Volume Calcium Iodate Solution Added (L) | 0.01 L | 
| Thiosulfate Solution Volume | 0.01814 L | 
| Moles Thiosulfate Used | 0.00092514 | 
| Moles Iodate | |
| Equilibrium Concentration of Iodate Ion (M) | |
| Equilibrium Concentration of Calcium Ion (M) | |
| Molar Solubility of Calcium Iodate (M) | |
| Ksp, Calcium Iodate | 
| Sodium thiosulfate concentration(M) | 0.051M | 
| Volume calcium iodate used(L ) | 0.01L | 
| Thiosulfate solution volume | 0.01814L | 
| moles of thiosulfate used | 0.00092514 | 
| moles of Iodate | 0.00015419 | 
| Equillibrium concentration of Iodate ion(M) | 0.005479M | 
| Equillibeium conecentration of calcium ion(M) | 0.0027395M | 
| Molar solubility of Calcium Iodate | 0.0027395 mol/L | 
| Ksp of calcium Iodate | 8.22×10-8 | 
Explanation
i) IO3- (aq) + 6S2O32-(aq) + 6H3O+(aq) ------> I-(aq) + 3S4O62-(aq) + 9H2O(l)
Stoichiometrically , 6 moles of S2O32-reacts with 1mole of IO3-
Therefore,
Number of moles of IO3- = Number of moles of S2O32-/6
ii) Total volume = 0.01L + 0.01814L = 0.02814L
Equillibrium concentration of IO3- = 0.00015419mol/0.02814m = 0.005479M
iii)Equillibrium concentration of Ca+ = 0.005479M/2 = 0.0027395M
iv) Molar solubility of Ca(IO3)2 = Concentration of Ca2+
v) Ksp = [Ca2+][IO3-]2
= (0.0027395M)×(0.005479M)2
= 8.22×10-8 M