Question #229427

A quantity control analyst mixes 30.0ml of 0.255M BaCl2 with excess AgNO3 causing AgCl to precipitate and subsequently isolates 2.01g of AgCl. Show a balanced equation for the reaction and calculate the percent yield of the reaction. (BaCl2:208.23g/mol, AgCl:143.32g/mol)


1
Expert's answer
2021-08-25T06:37:32-0400

2AgNO3 (aq) + BaCl2 (aq) → 2AgCl (s) + Ba(NO3)2 (aq)

Moles=Molarity×Volume(l)Moles = Molarity × Volume(l)


Moles(BaCl2)=0.2555×30.01000=0.008molesMoles(BaCl_2)=0.2555×\frac{30.0}{1000}=0.008moles


Moles(AgCl)=2×0.008=0.016molesMoles (AgCl)= 2×0.008=0.016moles


Mass(AgCl)=0.016×143.32=1.147gramsMass(AgCl)=0.016×143.32=1.147grams



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