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Brilli is writing a list of Roman numerals, starting with \(I\), then \(II\), then \(III\), and so forth.

What is the \(2018^\text{th}\) letter she writes?

Let \(x_1, x_2, x_3, \ldots, x_{2017}\) be positive integers such that \(x_1+x_2+\cdots+x_{2017} = 3018.\)

Find the minimum value of ...

Is it possible to cut a circle into pieces with these conditions?

This is an experiment to demonstrate logistic differential equations... Haha.

Is it possible to write \(3^{2016}+4^{2017}\) as the product of two integers, both of which are over \(2018^{183}\)?

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