We can safely assume that the draws are made without replacement. The probability can be computed using the counting principle. Probability = Number of ways of drawing two numerals / Number of ways of drawing two numerals or letters. Number of ways of drawing two numerals = 9 * 8 = 72 (for the first draw, there are 9 numerals in the bag, and for the second draw, there are 8 numerals left). Number of ways of drawing two numerals or letters = 35 * 34 = 1190 (for the first draw, there are 26 + 9 = 35 items to pick from the bag, and for the second draw, there are 34 items left). Probability = 72 / 1190 = 36 / 595 approximately 6.05%.
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