Question 91
Prove or disprove each of the following hypotheses:
1. Each sequence of at least two consecutive integers contains a number that is divisible by no prime number less than the amount of members in the sequence.
2. Each sequence of at least two consecutive integers contains a number that is relatively prime to all other members of the sequence.
1. Each sequence of at least two consecutive integers contains a number that is divisible by no prime number less than the amount of members in the sequence.
2. Each sequence of at least two consecutive integers contains a number that is relatively prime to all other members of the sequence.