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We are given an array of positive integers. The goal is to find the count of pairs of elements of arr[] such that condition LCM( arr[i], arr[j] ) > minimum of ( arr[i], arr[j] ). That is, the lowest common multiple of elements in a pair is greater than the minimum of both.Note − pair ( arr[i], arr[j] ) is the same as ( arr[j], arr[i] ). Don’t count it twice.Let us understand with examples.Input − arr[] = [ 1, 5, 4, 2 ]Output − Count of pairs in an array such that LCM(arr[i], arr[j]) > min(arr[i], arr[j]) are − ... Read More
We are given an array of numbers. The goal is to find the pair of elements of array such that they hold the conditionIf (i*arr[i] > j*arr[j]) then (arr[i], arr[j]) is a valid pair.If the array is [ 5, 4, 3, 2, 1 ] then pairs will be [3, 1] and [2, 1].Let us understand with examples.Input − arr[] = [ 1, 5, 4, 1, 2, 8, 3 ]Output − Count of pairs in an array that hold i*arr[i] > j*arr[j] are − 3Explanation − Pairs are (5, 1), (4, 1), (8, 3)Input − arr[] = [ -1, -2, 3, ... Read More
We have a sequence generator that starts with 1. At each step 0 becomes 10 and 1 becomes 01. So following changes will occur at consecutive steps −Step 1 − 01Step 2 − 1001Step 3 − 01101001 ……The goal is to find the number of pairs of consecutive 0’s for a given number of steps.If input step is 1 pair of 0’s - 0, input step is 2 pair of 0’s - 1, input step is 3 pair of 0’s 1Step 4 − 1001011001101001Step 5 − 01101001100101101001011001101001We can observe that sequence is increasing in powers of 2 and repeats itself ... Read More
We are given a string containing an English sentence. The goal is to find the number of words in the string that are palindromes. Palindrome words are those that when read from start or end have the same alphabet sequence. If the sentence is “Madam speaks good Malayalam”, then count of palindrome words is 2. (Madam and Malayalam)Note − Words can contain both upper and lowercase alphabets.Let us understand with examples.Input − str = "My Mom and Anna left at Noon";Output − Count of palindrome words in a sentence are − 3Explanation − Palindrome words in above sentence are − ... Read More
We are given variables x1, x2, y1, y2 representing two points on a 2D coordinate system as (x1, y1) and (x2, y2). The goal is to find all the paths that will have distance equal to the Manhattan distance between these two points.Manhattan DistanceManhattan Distance between two points (x1, y1) and (x2, y2) is −MD= |x1 – x2| + |y1 – y2|Let’s take A= |x1 – x2| and B= |y1 – y2|All paths with Manhattan distance equal to MD will have edges count as (A+B). A horizontal edge and B vertical edges. So possible combination of (A+B) edges divided into ... Read More
We are given an array of length N containing 0’s and 1’s only. The value 1 represents a car going towards west direction and value 0 represents a car going towards east direction.We count passing cars as 1 if a pair of car A and car B is such that 0
We gave three input variables as ‘start’, ‘end’ and ‘number’. The goal is to find pairs of numbers between start and end that have GCD value equal to ‘number’. For example GCD(A, B)=number and both A, B are in range [start, end].Let us understand with examples.Input − start=5 end=20 number=8Output − Count of pairs of natural numbers with GCD equal to given number are − 3Explanation − Pairs between 5 to 20 such that GCD is 8 are − (8, 8), (8, 16), (16, 8)Input − start=5 end=20 number=7Output − Count of pairs of natural numbers with GCD equal to ... Read More
We are given an array of integers such that each element of the array is in the range [- 1000, 1000]. The goal is to find pairs of elements of the array such that their average is also present in that array. If array is arr[]= [1, 2, 3, 4]. Then pairs would be (1, 3) and (2, 4) as the average of 1, 3 is 2 and the average of 2, 4 is 3 and both 2 and 3 are present in the array. Count would be 2.Let us understand with examples.Input − arr[]= { -1, 2, 5, -3, ... Read More
We are given a number N. The goal is to find the pairs of numbers from 1 to N such that the product of pairs is equal to the sum of pairs.Let us understand with examples.Input − N=11Output − Count of pairs of no. from 1 to N with Product divisible by their Sum are − 1Explanation − Numbers 3 and 6 have product 18 and their sum 9 fully divides 18.Input − N=30Output − Count of pairs of no. from 1 to N with Product divisible by their Sum are − 12Explanation − Pairs are − (3, 6), (4, ... Read More
We are given two numbers num_1 and num_2. The goal is to count the number of carry operations required if the numbers are added. If numbers are 123 and 157 then carry operations will be 1. (7+3=10, 1+2+5=8, 1+1=2 ).Let us understand with examplesInput − num_1=432 num_2=638Output − Count of number of carry operations required to add two numbers are − 2Explanation − From right to left adding digits and counting carry −(2+9=10, carry 1 ) count=1, (1+3+3=7, carry 0 ) count=1, (4+6=10, carry 1 ) count=2Input − num_1=9999 num_2=111Output − Count of number of carry operations required to add ... Read More