Question 7
The sum of the squares of 50 consecutive odd integers is 300850. Find the largest odd integer whose square is the last term of this sum.
Interpretation: arrange the consecutive integers in increasing order and find the greatest possible last term across all sequences satisfying the data. The source does not require the integers to be positive.
Interpretation: arrange the consecutive integers in increasing order and find the greatest possible last term across all sequences satisfying the data. The source does not require the integers to be positive.