mediumStackPattern: Mixed
Valid Crate Stacking Solution
Problem Statement
Given two arrays of integers `crateWeights1` and `crateWeights2`, determine if it is possible to stack crates from both arrays into a single stack following the last-in-first-out principle, such that the total weight of crates in the stack never decreases.
Examples
Example 1:
Input:undefined
Output:false
Explanation: The total weight of crates in the truck decreases when loading crates from the second array after the first array
Example 2:
Input:undefined
Output:false
Explanation: The total weight of crates in the truck decreases when loading crates from either array
Constraints
- 1 <= array lengths <= 100
- 1 <= crate weights <= 1000
Time: O(n) Space: O(1)
An optimal approach involves using two pointers, one for each array, to track the current element being considered for loading. By comparing the weights of the current elements and determining whether loading one would increase or maintain the total weight, we can efficiently decide the order of loading.
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