To find the two-digit number n and one-digit number p such that their product is 161, we need to factorize 161.
The prime factorization of 161 is 7 * 23.
Since n is a two-digit number, it cannot be 7 because 7 * 23 = 161 only when 7 is a single-digit number.
Therefore, n = 23 and p = 7.
If n x p = 161, n is a two-digit number & p is a one-digit number. What numbers do n & p represent?
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