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Calculate the pH of 3.5*10^-5hcl.

Sagot :

Answer:To calculate the pH of a hydrochloric acid (HCl) solution, you need to know that HCl is a strong acid and fully dissociates in water. This means the concentration of hydrogen ions

[

+

]

[H

+

] in the solution is equal to the concentration of HCl.

Explanation:Given the concentration of HCl is

3.5

×

1

0

5

M

3.5×10

−5

M:

[

+

]

=

3.5

×

1

0

5

M

[H

+

]=3.5×10

−5

M

The pH is calculated using the formula:

pH

=

log

[

+

]

pH=−log[H

+

]

Now, let's calculate it:

pH

=

log

(

3.5

×

1

0

5

)

pH=−log(3.5×10

−5

)

To perform this calculation, we can break it into two parts:

Calculate the logarithm of the base 10 of

3.5

3.5.

Adjust for the exponent

5

−5.

First, use the properties of logarithms:

log

(

3.5

×

1

0

5

)

=

log

(

3.5

)

+

log

(

1

0

5

)

log(3.5×10

−5

)=log(3.5)+log(10

−5

)

Since

log

(

1

0

5

)

=

5

log(10

−5

)=−5:

log

(

3.5

×

1

0

5

)

=

log

(

3.5

)

+

(

5

)

log(3.5×10

−5

)=log(3.5)+(−5)

The value of

log

(

3.5

)

log(3.5) is approximately

0.544

0.544:

log

(

3.5

×

1

0

5

)

=

0.544

5

=

4.456

log(3.5×10

−5

)=0.544−5=−4.456

Now, take the negative of this value to find the pH:

pH

=

(

4.456

)

=

4.456

pH=−(−4.456)=4.456

Therefore, the pH of a

3.5

×

1

0

5

M

3.5×10

−5

M HCl solution is approximately

4.456

4.456.

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