2019-06-26T21:31:32-04:00
20 ml of a solution containing equal moles of n a 2 c o 3 in any nahco3 required 16 ml of 0.16m hcl solution to the phenolphthalein end point . what volume of a 0.10m h2so4 solution would have been required and methyl orange been used as indicator
1
2019-06-28T02:46:21-0400
Solution.
x ( N a 2 C O 3 ) x ( N a H C O 3 ) = N ( H C l ) ∗ V ( p h e n ) ∗ E ( N a 2 C O 3 ) ∗ 2 ∗ 100 ∗ 1000 ∗ m 1000 ∗ m ∗ N ( H 2 S O 4 ) ∗ ( V ( m e t ) − 2 ∗ V ( p h e n ) ∗ E ( N a H C O 3 ) ∗ 100 \frac{x(Na2CO3)}{x(NaHCO3)} = \frac{N(HCl)*V(phen)*E(Na2CO3)*2*100*1000*m}{1000*m*N(H2SO4)*(V(met)-2*V(phen)*E(NaHCO3)*100} x ( N a H CO 3 ) x ( N a 2 CO 3 ) = 1000 ∗ m ∗ N ( H 2 SO 4 ) ∗ ( V ( m e t ) − 2 ∗ V ( p h e n ) ∗ E ( N a H CO 3 ) ∗ 100 N ( H Cl ) ∗ V ( p h e n ) ∗ E ( N a 2 CO 3 ) ∗ 2 ∗ 100 ∗ 1000 ∗ m
x ( N a 2 C O 3 ) x ( N a H C O 3 ) = 1 : 1 \frac{x(Na2CO3)}{x(NaHCO3)} = 1:1 x ( N a H CO 3 ) x ( N a 2 CO 3 ) = 1 : 1
1 = N ( H C l ) ∗ V ( p h e n ) ∗ E ( N a 2 C O 3 ) ∗ 2 N ( H 2 S O 4 ) ∗ ( V ( m e t ) − 2 ∗ V ( p h e n ) ) ∗ E ( N a H C O 3 ) 1 = \frac{N(HCl)*V(phen)*E(Na2CO3)*2}{N(H2SO4)*(V(met)-2*V(phen))*E(NaHCO3)} 1 = N ( H 2 SO 4 ) ∗ ( V ( m e t ) − 2 ∗ V ( p h e n )) ∗ E ( N a H CO 3 ) N ( H Cl ) ∗ V ( p h e n ) ∗ E ( N a 2 CO 3 ) ∗ 2 V(met) = 64.3 ml
Answer:
V(met) = 64.3 ml
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