More Problems

• Check if an array contains at least one subarray where the product of elements is a perfect cube.
• Find the longest subarray where the product of elements is divisible by both the sum of their index cubes and their digit cubes.
• Check if the sum of diagonal elements in a square matrix is smaller than the sum of their squared values.
• Find the number of subarrays where the sum of elements is greater than the sum of their neighbors.
• Check if an array can be rearranged such that every element is smaller than the element that follows it using a sorting technique.
• Find the smallest subarray where the sum of elements is divisible by the square of their index product.
• Check if the product of elements at odd indices in an array is greater than the product of elements at even indices.
• Find the number of ways to partition an array into two subarrays such that the sum of elements in one subarray is a perfect square and the sum of elements in the other is a perfect cube.