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How many moles of lead (II) chloride will be formed from a reaction between `6.5g` of `PbOP` and `3.2g` of `HCl` ?A. `0.333`B. `0.011`C. `0.044`D. `0.029` |
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Answer» Correct Answer - D According to balanced equation, `{:(PbO+,2HCl_((aq.))rarr,PbCl_(2)+,H_(2)O(l)),("1 mol","2 mol","1 mol","2 mol"):}` Calculating moles of reactants : `n_(PbO) = (6.5g)/(22.3g mol^(-1)) = 0.029 mol` `n_(NCl) = (3.2g)/(36.5g mol^(-1)) = 0.87 mol` Calculating moles of product formed from reactions: `0.029 mol PbO xx (1 mol PbCl_(2)) = 0.029 mol PbCl_(2)` `0.087 mol HCl xx (1 mol PbCl_(2))/(2 mol HCl) = 0.44 mol PbCl_(2)` Thus, `PvbO` is the limiting reactant and `0.029 moln PbCl_(2)` will be formed. |
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