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Dissociation constants of two acids HA a...

Dissociation constants of two acids `HA` and `HB` are respectively `4xx10^(-10)` and `1.8xx10^(-5)`, whose `pH` value will be higher for a given molarity:

A

`HA`

B

`HB`

C

Both same

D

Can't say

Text Solution

Verified by Experts

The correct Answer is:
A

`HAhArrH^(+)+A^(-)`
`HBhArrH^(+)+B^(-)`
For `HA`
`K_(a_(1))=alpha^(2)C`
`a_(1)^(2)=sqrt(k_(a_(1))/(C))=sqrt(4xx10^(-10))/(C)`
`alpha_(1)=2xx10^(-5)` for `C= 1M`
Similarly `implies[H^(+)]=C alpha=2xx10^(-5)impliespH=4.7`
For `HB,alpha_(2)^(2)=sqrt(k_(a_(2))/(C))=sqrt(1.8xx10^(-5))/(C)` for `C= 1 M`
`a_(2)=4.2xx10^(-3)implies [H^(+)]=Ca`
`4.2xx10^(-3)`
`pH=-log(4.2xx10^(-3))=2.37`
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A2Z-IONIC EQUILIBIUM-Section D - Chapter End Test
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  16. The pH of 0.1 M solution of the following salts increases in the order

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  17. In the equilibrium A^(-)+H(2)OhArrHA+OH^(-)(K(a)=1.0xx10^(-5)). The de...

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  19. The K(sp) of CuS, Ag(2)S and HgS are 10^(-31), 10^(-44) and 10^(-54) r...

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