1. The problem asks us to find the value represented by the symbol \tealD6 in the number $$97\tealD6.14$$. 2. Since \tealD6 is used in a number with digits before and after the decimal point, it likely represents a single digit (0-9) in the decimal number system. 3. The number is written as $$97\tealD6.14$$, which means the digit \tealD6 is in the ones place (units place) between 7 and the decimal point. 4. Therefore, the number can be expressed as $$90 + 7 + \tealD6 \times 1 + 0.14 = 97 + \tealD6 + 0.14$$. 5. Since the question asks for the value represented by \tealD6, it is simply the digit in the ones place, which must be an integer from 0 to 9. 6. Without additional context or constraints, \tealD6 represents a single digit placeholder in the number, so its value is the digit itself. Final answer: \tealD6 represents a single digit (0-9) in the ones place of the number $$97\tealD6.14$$.