Answer: The smallest two-digit prime number such that reversing the digits of the number produces a composite number is 19
Step-by-step explanation:
11, which is the smallest two-digit prime number, 11 remains the same number when the digits are reversed, and it is a prime number, of course.
The next two-digit prime number is 13. 13 becomes the prime number 31 when the digits are reversed.
17 is the following two-digit prime number. The result of flipping the digits of 17 is 71, a prime number.
19 is the following two-digit prime number. Reversing the digits of 19 results in 91, which is composite because 7*13= 91
Thus, 19 is the answer.
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