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A function \(g\) is continuous and
strictly increasing
on \([0, 10]\) with \(g(0) = 1\) and \(g(10) = 15\). How many solutions does the equation \(g(x) = 5\) have on \([0, 10]\)?
At least two solutions.
Exactly one solution.
No solutions because 5 is not 1 or 15.
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