Q = | 2.7×10−27 |
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The reaction quotient is Q=2.7×10−27.
For any Q value less than this, E will be positive and therefore the reaction will favor products.
Part B
What pH is needed to produce this value of Q if the concentration and pressure values are
[Br2]=3.50×10−4M,
[Br−]=12.35M,
[SO42−]=8.40M, and
PSO2=1.00×10−5atm?
Need help with part b, the pH, thanks
The reaction quotient is Q = 2.7* 10−27
Q = ([Br2] *[PSO2])/ ([SO42-] * [Br-]2 * [H+]4)
2.7* 10−27 = (3.50×10−4 * 1.00×10−5 )/ (8.40 * (12.35)2 * [H+]4)
2.7* 10−27 = (3.50 * 10-9) / ( 1281.189 * [H+]4)
2.7* 10−27 * ( 1281.189 *[H+]4) = (3.50 * 10-9 )
3459.2103 *10−27 * [H+]4 = (3.50 * 10-9 )
[H+] = (3.50 * 10-9 / 3459.2103 *10−27 )1/4
[H+] = (1.011 *1015)1/4
[H+] = 5639.91744 M
pH = -log [H+] = - log [5639.91744]
so
pH = -3.75
yes, pH can be negative
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