Optimizing Pool Water pH: Calculating Volume of Acid Needed for Perfect Balance

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To optimize pool water pH from 7 to 4, the volume of the pool is calculated at 52.5m³, equating to 52,500 liters. The concentration of the hydrochloric acid (HCl) is given as 33.0g/100ml, which translates to a molarity that can be used to determine the number of moles needed. The formula pH = -log[H3O+] indicates that a pH of 4 corresponds to a hydronium ion concentration of 0.001 M. By applying the relationship between moles of HCl and the total volume of water, the required volume of acid can be calculated through algebraic manipulation. This process ensures that the pool water achieves the desired acidic balance effectively.
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You have just built a swimming pool that has the dimensions of 7.5m in length and is 5 metres in width.
When filled with water the depth of the pool os exactly 1.5metres.
The lable on the 5 litre pool acid bottle indicates that this has a conc of 33.0g/100ml of HCl. Makin the assumption that the initial volume of pool water had a pH of 7 calculate the volume of pool acid you would need to add to the pool to bring the pH of the pool water to a value of 4.

This is wat I did, noting that I am a shocker at anything to do with pH, which is y I am trying to work out this qu b4 exams on mon!

Volume of the pool=52.5m^3=52500L

I sed that pH=pKa-[H30+]
7= 4-log[H30+]
[H30+]=0.001
then I sed that v=n/c

This is the dodgey thing that I did, I sed that in 1L there was 330g
Then n=330/36.453= 9.052mol

V= 9.052/0.001=9052
Then what? is that right? I feel as though I have done something wrong
If you have any idea of wat to do next or how to help agen I would be much appreciative.
And also just a general way or process of steps to solving pH problems I would also be appreciative
 
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Here's the general outline for solving this problem,

The total volume of the pool as the acid solution is added is Vi+Vacid.

The final desired pH of 4 has an hydronium acid concentration associated with it, use pH=-log[H3O+].

[H3O+]=moles of HCl/(Vi+Vacid), however moles of HCl is Vacid(the molarity of the acid solution)

Thus what you need to solve for finally is

[H3O+]=Vacid(Macid)/(Vi+Vacid), all are constants except Vacid, solve for Vacid through algebraic manipulation. Have fun!
 
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