k from lnK

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905084274
Posts: 42
Joined: Fri Sep 28, 2018 12:22 am

k from lnK

Postby 905084274 » Thu Feb 21, 2019 9:54 am

how do you find the K value from lnK. For example in problem 11.19 a and b from 6th edition? I never learned this and the solutions manual skips the process...

ian_haliburton_1f
Posts: 61
Joined: Fri Sep 28, 2018 12:24 am

Re: k from lnK

Postby ian_haliburton_1f » Thu Feb 21, 2019 9:59 am

when you have the ln of something isolated on one side of your equation, you can solve for what’s inside the ln by taking both sides and “exponentiating” them. This means you write
e^()=e^() with whatever was previously on each side of the equation in the parentheses. This works because e^(ln(x)) is just x due to logarithmic properties. So you are left with x=e^(), again with whatever was on the right side of the equation in the parentheses.

Karan Thaker 2L
Posts: 75
Joined: Fri Sep 28, 2018 12:26 am

Re: k from lnK

Postby Karan Thaker 2L » Thu Feb 21, 2019 11:38 am

You know how you have a -log(H+) to find pH, then to find H+ you raise 10 to the value of the pH? It's the similar thing... ln is just a log that has base e, so you take e and raise it to that power.

A De Castro 14B 2H
Posts: 75
Joined: Fri Sep 28, 2018 12:29 am

Re: k from lnK

Postby A De Castro 14B 2H » Thu Feb 21, 2019 11:43 am

To exhibit the answers above, here's an example: if lnK = 0, then K = e0, making K = 1.

Karan Thaker 2L
Posts: 75
Joined: Fri Sep 28, 2018 12:26 am

Re: k from lnK

Postby Karan Thaker 2L » Tue Mar 05, 2019 8:35 pm

think about it as bases. When we cancel a log, we do it by taking the base of "log" which is 10, and raising it to the power of the value. Here, it is the same principle, except the base is now "e' instead of 10.

Alysa Rallistan 2G
Posts: 32
Joined: Thu Jan 17, 2019 12:16 am

Re: k from lnK

Postby Alysa Rallistan 2G » Tue Mar 12, 2019 12:04 am

To get k alone you must raise lnK as the exponent for the number e, this essentially negates the ln and leaves k alone for you to solve


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