"p" is defined as minus the log...pH is saying -log(H).
Therefore, -log(4) = 1 x 10 to the minus 4 = .0001
a pH of 8 = 1 x 10 to the minus 8 = .00000001
so the change in concentration is 10 to the 4 or 10,000 times
2006-11-03 02:00:43
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answer #1
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answered by brad34471 3
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pH scale is logarhythmic- it is in factors of 10.
If the pH changes from 4 to 8, the H+ concentration decreases because the solution becomes more basic (higher concentration of -OH). Because it slides 4 points towards the basic end, it will be decreasing H+ concentration by a factor of 1000.
2006-11-03 01:59:55
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answer #2
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answered by kiwi 3
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The pH of a sturdy acid is alot shrink down than a susceptible acid (eg useful acid ought to = pH:a million, wheras a susceptible acid pH: 3) on the comparable interest. it is thinking the useful acid completly dissociates (so is many times product) wheras a susceptible acid would maximum suitable particularly dissociate (product and reactant). The pH is plagued by the information (larger the concentration= shrink the pH, or the extra acidic that's). to be sure pH from preliminary information (to illustrate with H20 .....> h30+ + OH-) in case you be responsive to the preliminary interest of the two pH is particularly = -log(information of H30+ or OH-) to be sure the concentration from the pH, that's in easy terms 10^pH eg if the pH became 3.3 you should in all hazard bypass.....10^3.3 = interest
2016-12-09 01:50:59
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answer #3
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answered by ? 4
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A pH of 4 has the [H] = 1.0 * 10^-4
A pH of 8 has the [H] = 1.0 * 10^-8
A begining pH of 4 was 0.0001 molar concentration of the hydronium ion.
The ending pH of 8 had 0.00000008 molar concentraion of the hydronium ion.
The difference is 0.00009999 or 9.999 *10^-5
2006-11-03 02:05:50
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answer #4
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answered by Mr Cellophane 6
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If pH increases 4 points, then the decrese of [H+] is 10,000 times the original concetration. This is because the higher the pH, the lesser acidic the solution.
That´s it!
Good luck!
2006-11-03 02:02:10
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answer #5
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answered by CHESSLARUS 7
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the H+ concentration will decrease as pH increases just like mixing acids and bases.
2006-11-03 01:59:27
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answer #6
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answered by Jdicu812 1
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pH = -log[H+]
2006-11-03 02:00:37
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answer #7
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answered by Anonymous
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