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27.6 g of K_(2) CO_(3)was treated by a series of reagents so as to convert all of its carbon to K_(2) Zn_(3) [Fe (CN)_(6)]_(2)Calculate the weight of the product. |
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Answer» Solution : `K_(2) CO_(3) underset("steps")overset("several")to K_(2) Zn_(3) [Fe (CN)_(6)]_(2)` SinceC , atoms are CONSERVE, applying POAC for C atoms, moles of CIN `K_(2) CO_(3)` = moles of C in `K_(2) Zn_(3) [ Fe (CN)_(6)]_(2)` `1 xx` molesof `K_(2) CO_(3) = 12 xx ` moles of `K_(2) Zn_(3) [Fe(CN)_(6)]_(2)` (`:. 1` mole of `K_(2) CO_(3)` contains1 mole of Cand 1 mole of `K_(2) Zn_(3) [ Fe(CN)_(6)]_(2)` contains12 moles of C) `(wt . of K_(2) CO_(3))/( mol . wt. of K_(2) CO_(3)) = 12 xx ("wt. of the product ")/("mol. wt. of product")` wt .of `K_(2) Zn_(3) [ Fe (CN)_(6)]_(2) = (27.6)/(138) xx (698)/(12) = 11.6 g` [mol . wt. of `K_(2) CO_(3)` = 138 and mol. wt. of `K_(2)Zn_(3)[Fe (CN)_(6)]_(2)=698]` |
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