3-2. In the decimal representation of a positive number \(\alpha\), all decimal places starting from the fifth digit after the decimal point are discarded (i.e., an approximation of \(\alpha\) with a deficiency is taken with an accuracy of 0.0001). The resulting number is divided by \(\alpha\), and the quotient is again rounded down with the same precision. What numbers can result from this (list all possible values)?
Solve 2. Answer: \(0, \frac{5000}{10000}, \frac{5001}{10000}, \ldots, \frac{9999}{10000}, 1\). See the solution to problem 2 for 8th grade.