113. Two factors. Find two integers, the difference between which is minimal, and their product is 1234567890.
113. The number 1234567890 is factored as follows: \(2 \times 3 \times 3 \times 5 \times 3607 \times 3803\). If we multiply 3607 by 10 and 3803 by 9, we get two composite factors: 36070 and 34227, which when multiplied together give 1234567890 and have the smallest difference.