acetic acid pKa=4.76, ka__________ M
\[\LARGE pK_a=-\log_{10}(K_a)\]
\[10^{-pKa}\]
someone gave you the equation as \[pKa=-log(K_{a})\] solve for Ka \[-pKa=log(K_{a})\] \[10^{-pKa}=K_{a}\] you know pKa plug it in and solve
is it 1.737800829 10^-5
yes
I'm not sure sorry
pKa = -Log(Ka)
toxicsugar22 if you dont trust her alegbra you are can always look up rules for manipulating logarithms
I will tell you though that it is correct but you should know its correct.
your algebra is wrong
Look at kkutie7s answer she does the algebra correctly, http://www.mathwords.com/l/logarithm_rules.htm
you get 10^(-pKa) because you need to get rid of the log on the right hand side so you do 10^ to each side to just get Ka. as for sig figs... I can't remember the rules right now, but I usually put it as 1.74*10^(-5)
is anyone formalize with the Henderson hasselbach formula
Yes it is very easy
cna you apply this to thate qation and find ka from that
https://www.khanacademy.org/science/chemistry/acids-and-bases/v/buffers-and-hendersen-hasselbalch
ph=pka+log{a-/{HA}
do i get the same anwer and how would i do that
or i cant use this fromula for acetic acid pKa=4.76, ka__________ M
I gave you the formula pKa = -Log(Ka) Ka = 10^(-pKa)
1.737800829 10^-5
that is your answer
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