Contents
- 1 How do you find pairs in an array whose sum is equal to some number?
- 2 How do you find a pair which sums up to a given element in an array?
- 3 How do you count the number of pairs in an array?
- 4 How do you find unique pairs in an array?
- 5 How to check for pair in sum X?
- 6 How to find the closest pair in an array?
How do you find pairs in an array whose sum is equal to some number?
How to find all pairs of elements in Java array whose sum is equal to a given number?
- Add each element in the array to all the remaining elements (except itself).
- Verify if the sum is equal to the required number.
- If true, print their indices.
How do you find a pair which sums up to a given element in an array?
- # Naive method to find a pair in a list with the given sum.
- def findPair(A, target):
- # consider each element except the last.
- for i in range(len(A) – 1):
- # start from the i’th element until the last element.
- for j in range(i + 1, len(A)):
- # if the desired sum is found, print it.
- if A[i] + A[j] == target:
How do you find the sum of a pair of an array in Python?
- Use count sort to sort the array O(n).
- take two pointers one starts from 0th index of array, and another from end of array say (n-1). run the loop until low <= high Sum = arr[low] + arr[high] if(sum == target) print low, high if(sum < target) low++ if(sum > target) high–
How do you find all pairs of an integer array whose sum is equal to a given number in Javascript?
function arraypair(array,sum){ for (i = 0;i < array. length;i++) { var first = array[i]; for (j = i + 1;j < array. length;j++) { var second = array[j]; if ((first + second) == sum) { alert(‘First: ‘ + first + ‘ Second ‘ + second + ‘ SUM ‘ + sum); console.
How do you count the number of pairs in an array?
Count pairs in an array that hold i+j= arr[i]+arr[j]
- Examples:
- Naive Approach: Run two nested loops and check every possible pair for the condition where i + j = arr[i] + arr[j]. If the condition is satisfied, then update the count = count + 1. Print the count at the end.
- Efficient Approach:
How do you find unique pairs in an array?
Efficient approach: First find out the number of unique elements in an array. Let the number of unique elements be x. Then, the number of unique pairs would be x2. This is because each unique element can form a pair with every other unique element including itself.
How do you reverse an element in an array?
The first method is as follows: (i) Take input the size of the array and the elements of the array. (ii) Consider a function reverse which takes the parameters-the array(say arr) and the size of the array(say n). (iii) Inside the function, a new array (with the array size of the first array, arr) is initialized.
How do you sum all elements in an array?
Q. Program to print the sum of all the elements of an array.
- Declare and initialize an array.
- The variable sum will be used to calculate the sum of the elements. Initialize it to 0.
- Loop through the array and add each element of array to variable sum as sum = sum + arr[i].
How to check for pair in sum X?
Given an array and a sum X, fins any pair which sums to X. Expected time complexity O (n). Obviously, in brute force, we can solve it by checking each pair sums to X or not. In the worst case, it will take O (n2) which is too costly for the problem.
How to find the closest pair in an array?
Given a sorted array and a number x, find a pair in array whose sum is closest to x. A simple solution is to consider every pair and keep track of closest pair (absolute difference between pair sum and x is minimum). Finally, print the closest pair.
Which is an example of sum as X?
Suppose we have x as 6, then the numbers which are less than 6 and have remainders which add up to 6 gives sum as 6 when added. For example, we have elements, 2,4 in the array and 2%6 = 2 and 4%6 =4, and these remainders add up to give 6.
How to get the remainder of an array in Java?
1. Create an array with size x. 2. Initialize all rem elements to zero. 3. Traverse the given array r=arr [i]%x which is done to get the remainder. rem [r]=rem [r]+1 i.e. increasing the count of elements that have remainder r when divided with x. 4. Now, traverse the rem array from 1 to x/2.