Mark O. answered 03/02/18
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Hi Amnike,
I think you want to solve for k?
ln[A] = -k(t) + ln[A]
-kt + ln[A] = ln[A] just flipping the equation about the equal sign
-kt = ln[A] - ln[A]
We know from the rules of logarithms that ln[x] - ln[y] = ln[x/y] for any x,y real numbers. So,
-kt = ln[A/A]
-kt = ln[1]
But ln[1] = 0.
-kt = 0
So, k = 0 Maybe?