Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Problem 6.
Problem 7.
Problem 8.
A palindrome is a natural number whose decimal expansion is symmetric, that is, it reads the same backwards as forwards. For example, 1, 11, 345543, are all palindromes.
Problem 9.
Problem 10.
Interesting set of problems
Are Solutions also available?
Not right now, but in future for sure