6th Edition 12.27
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6th Edition 12.27
A careless laboratory technician wants to prepare 200mL of a 0.025M HCL solution, but uses a 250.0mL volumetric flask instead. a) What is the pH of the desired solution?b) what is the actual pH? I guess I'm confused on how to start this.
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Re: 6th Edition 12.27
You can first visualize the reaction by writing a balanced chemical equation:
HCl --> H+ + Cl- (HCl is a strong acid so it completely dissociates in water)
You can calculate the pH of the desired solution straight away because they give you the concentration, which is 0.025 M
pH = -log (0.025M)
You can then calculate the pH of the actual solution by taking the - log of the concentration
pH = - log (200 mL x 0.025 M / 250 mL)
You set up this equation because you need to cancel out the volumes.
I hope this helps!
HCl --> H+ + Cl- (HCl is a strong acid so it completely dissociates in water)
You can calculate the pH of the desired solution straight away because they give you the concentration, which is 0.025 M
pH = -log (0.025M)
You can then calculate the pH of the actual solution by taking the - log of the concentration
pH = - log (200 mL x 0.025 M / 250 mL)
You set up this equation because you need to cancel out the volumes.
I hope this helps!
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- Posts: 60
- Joined: Fri Sep 28, 2018 12:18 am
- Been upvoted: 1 time
Re: 6th Edition 12.27
For part a, you plug in 0.025 directly into the equation [pH= negative log (H3O+) ]
For part b, you use the dilution equation M1V1 = M2V2 (you are solving for M2 in this case) in order to find the actual concentration of HCl, which will then give you the H30+ concentration to plug into the equation.
You should get 1.6 for part a and 1.7 for part b.
For part b, you use the dilution equation M1V1 = M2V2 (you are solving for M2 in this case) in order to find the actual concentration of HCl, which will then give you the H30+ concentration to plug into the equation.
You should get 1.6 for part a and 1.7 for part b.
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