Chemistry Labs

Problem 2

A sample of 2.3793 g of a crystallohydrate of the type MXxAXy ⋅ z HX2O\ce{M_xA_y . z H2O} (where M is a metal) reacted with an excess of SOClX2\ce{SOCl2}. The gaseous products were absorbed in an aqueous solution containing barium chloride, hydrochloric acid and hydrogen peroxide. Small carried-over amounts of SOClX2\ce{SOCl2} had been frozen out. The mass of the deposited precipitate was 14.004 g and contained 13.74 mass % of sulphur. In another experiment, 1.1896 g of the initial hydrate was dissolved in water and made up to 100 cm3^3. One fifth of this solution required 10 cm3^3 of 0.2 M AgNOX3\ce{AgNO3} solution for complete precipitation (yielding 0.28664 g of precipitate). (a) Calculate the formula of the crystallohydrate. (b) Given that the hydrate can contain at most 7 moles of water per mole of hydrate, name another hypothetical hydrate that is ruled out by this limit.
Step 3 of 4: Molar ratio and valence search
n(ClX−):n(HX2O)=0.0200:0.0600=1:3n(\ce{Cl^-}) : n(\ce{H2O}) = 0.0200 : 0.0600 = 1 : 3
Analysis

The ratio ClX−:HX2O\ce{Cl^-} : \ce{H2O} is 1:31 : 3. For v=1v=1: MCl ⋅ 3 HX2O⇒M(M)=29.5\ce{MCl.3H2O} \Rightarrow M(\ce{M}) = 29.5 (no metal fits). For v=2v=2: MClX2 ⋅ 6 HX2O⇒M(hydrate)=237.93\ce{MCl2.6H2O} \Rightarrow M(\text{hydrate}) = 237.93, M(M)=237.93−70.91−108.09=58.93M(\ce{M}) = 237.93 - 70.91 - 108.09 = 58.93 g mol−1^{-1}, corresponding to cobalt (Co\ce{Co}). Thus the hydrate is CoClX2 ⋅ 6 HX2O\ce{CoCl2 . 6H2O}.