Is there any way to isolate $n$ algebraically in this inequality? I've managed to find it graphically, but I'm lost on how I would apply algebra to this question.
$$10000+800n>10000\times1.05^n$$
Is there any way to isolate $n$ algebraically in this inequality? I've managed to find it graphically, but I'm lost on how I would apply algebra to this question.
$$10000+800n>10000\times1.05^n$$
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