
In this problem, we define a "special" array based on the parity (evenness or oddness) of its adjacent elements. Specifically, an array is termed as special if each adjacent pair of elements consists of one even and one odd number. The task is to assess whether a given array of integers, nums, fits this definition of special. The function should return true if the array is special, and false otherwise.
Input:
Output:
Explanation:
Input:
Output:
Explanation:
Input:
Output:
Explanation:
1 <= nums.length <= 1001 <= nums[i] <= 100To determine if the provided array nums is special, we need to evaluate the parity of each pair of adjacent elements. Here is a step-by-step plan to achieve this:
true since there are no adjacent pairs to compare, as seen in example 1.nums[i], check the parity with nums[i + 1]:false.true.Each of these steps ensures that we efficiently determine the special nature of the array based solely on the requirement that each pair of adjacent numbers must consist of one odd and one even number. The given constraints make this approach feasible for every possible input.
The provided solution in C++ addresses the problem of checking whether an array is "special". A special array is defined in such a way that no two consecutive elements in the array have the same parity (i.e., both are odd or both are even).
checkSpecialArray takes a vector of integers values as its parameter.values[i] & 1 for the current element and values[i + 1] & 1 for the next element).^ result is 0), the function immediately returns false meaning the array is not special.true, confirming the array as special.This solution efficiently checks the condition for each pair of consecutive elements, ensuring the special property of the array with a minimal set of operations.
0 Comments
Be the first to comment and share your perspective with the community.