8.682=log(1/[Ag+]^2)
how do I get [Ag+] by itself? I'm really bad in math ): help please!
how do I get [Ag+] by itself? I'm really bad in math ): help please!
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First raise both sides of the equation by a base of ten to get rid of the log.
10^8.682 = (1/[Ag+]^2)
Now multply both sides by [Ag+]^2
([Ag+]^2) * 10^8.682 = 1
Divide both sides by 10^8.682 and then take the square root of both sides ad you will have [Ag+] all alone.
[Ag+] = sqr(1/(10^8.682))
[Ag+] = 4.56*10^-5M
10^8.682 = (1/[Ag+]^2)
Now multply both sides by [Ag+]^2
([Ag+]^2) * 10^8.682 = 1
Divide both sides by 10^8.682 and then take the square root of both sides ad you will have [Ag+] all alone.
[Ag+] = sqr(1/(10^8.682))
[Ag+] = 4.56*10^-5M
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Take the negative log of the other side.
10^(8.682) = 1/[Ag+]^2
It's basic algebra after that.
10^(8.682) = 1/[Ag+]^2
It's basic algebra after that.