How come
$$2^{n+1} > 10^{10}$$
gets simplified to
$$n > \frac{10}{\log 2 - 1}$$
I don't understand how the book got $-1$ there. Could somebody please explain? Thanks!
How come
$$2^{n+1} > 10^{10}$$
gets simplified to
$$n > \frac{10}{\log 2 - 1}$$
I don't understand how the book got $-1$ there. Could somebody please explain? Thanks!
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