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Page 1442 of 2109
Find nth number that contains the digit k or divisible by k in C++
Given two positive integers n and k, and we have to find the nth number that contains the digit k or divisible by k. The k will be in range [2 to 9]. So if n and k are 15 and 3 respectively, then output is 33. As the numbers [3, 6, 9, 12, 13, 15, 18, 21, 23, 24, 27, 30, 31, 33] These are those numbers where each element contains the digit k = 3 or divisibility by k and in this nth number is 33. So output is 33.Check each number that contains k and multiple of ...
Read MoreFind number from given list for which value of the function is closest to A in C++
Suppose we have a function F(n) such that F(n) = P – (0.006*n), where P is also given. Given a list of integers and a number A. The task is to find the number from given list, for which the value of the function is nearer to A. So if P = 12, and A = 5, then list will be {1000, 2000} So output will be 1000. So if P = 12 and A = 5, then for 1000, F(1000) = 12 – (0.006 * 1000) = 6 and for 2000, F(2000) = 12 – (0.006 * 2000) = ...
Read MoreFind the longest common prefix between two strings after performing swaps on second string in C++
Suppose we have two strings str1 and str2. Find the longest common prefix between them after performing zero or more operation on the second string. In each operation, we can swap any two letters. So if str1 = “HERE”, str2 = “THERE”, then output will be 4. The second string can be made “HERET” by just swapping the characters. So the longest prefix is of length 4.As we know that we can only swap on str2. And the length of the matrix should be maximized. So the idea is to traverse str1, and check if the frequency of the current ...
Read MoreFind the longest sub-array having exactly k odd numbers in C++
Suppose we have one array with n elements. The problem is to find longest sub-array which has exactly k odd numbers. So if A = [2, 3, 4, 11, 4, 12, 7], and k = 1, then output will be 4, sub-array is [4, 11, 4, 12]We can solve this using sliding window. The task is like below −Initialize max := 0, count := 0, and start := 0for i in range 0 to n – 1, do the followingif arr[i] mod 2 is not 0, then increase count by 1while count > k and start k && start
Read MoreWhat are Perl String Literals?
Strings are sequences of characters. They are usually alphanumeric values delimited by either single (') or double (") quotes. They work much like UNIX shell quotes where you can use single-quoted strings and double-quoted strings.Double-quoted string literals allow variable interpolation, and single-quoted strings are not. There are certain characters when they are proceeded by a backslash, have special meaning and they are used to represent like newline () or tab (\t).You can embed newlines or any of the following Escape sequences directly in your double-quoted strings −Escape sequenceMeaning\Backslash'Single quote"Double quote\aAlert or bell\bBackspace\fForm feedNewline\rCarriage return\tHorizontal tab\vVertical tab\0nnCreates Octal formatted numbers\xnnCreates Hexideciamal ...
Read MoreFind number of diagonals in n sided convex polygon in C++
Suppose we have a number n, and we have to find the number of diagonals for n sided convex polygon. So if the n = 5, then diagonals count will be 5.As this is n-sided convex polygon, from each vertex we can draw n – 3 diagonals leaving two sided adjacent vertices and itself. So for n vertices, it will be n*(n-3), but as we are considering twice, so it will be n(n – 3)/2.Example#include using namespace std; int diagonalCount(int n) { return n * (n - 3) / 2; } int main() { int n = 8; cout
Read MoreFind the minimum number of steps to reach M from N in C++
Suppose we have two integers N and M. We have to find minimum number of steps to reach M from N, by performing given operations −Multiply the number x by 2, so x will be 2*xSubtract one from the number x, so the number will be x – 1If N = 4 and M = 6, then output will be 2. So if we perform operation number 2 on N, then N becomes 3, then perform operation number one on updated value of N, so it becomes 2 * 3 = 6. So the minimum number of steps will be ...
Read MoreFind out the minimum number of coins required to pay total amount in C++
Suppose we have a number N, and unlimited number of coins worth 1, 10 and 25 currency coins. Find minimum number of coins we need to use to pay exactly amount N. Suppose N is 14, then number of coins will be 5, as one 10 value coin and four 1 value coin.To solve this, we have to use these steps −If N < 10, then return N number of 1 value coinsIf N > 9 and N < 25, then divide the value with 10, and get the result, the remaining will be covered using 1 value coin, add ...
Read MorePOSIX Function strftime() in Perl
You can use the POSIX function strftime() in Perl to format the date and time with the help of the following table. Please note that the specifiers marked with an asterisk (*) are locale-dependent.SpecifierReplaced byExample%aAbbreviated weekday name *Thu%AFull weekday name *Thursday%bAbbreviated month name *Aug%BFull month name *August%cDate and time representation *Thu Aug 23 14:55:02 2001%CA year divided by 100 and truncated to integer (00-99)20%dDay of the month, zero-padded (01-31)23%DShort MM/DD/YY date, equivalent to %m/%d/%y08/23/01%eDay of the month, space-padded ( 1-31)23%FShort YYYY-MM-DD date, equivalent to %Y-%m-%d2001-08-23%gWeek-based year, last two digits (00-99)01%GWeek-based year2001%hAbbreviated month name * (same as %b)Aug%HAn hour in 24h ...
Read MoreSqrt, sqrtl, and sqrtf in C++ programming
Math ClassThis article demonstrates the usage of math class essentials functions sqrt(), sqrtl(), and sqrtf() to calculate the square root of double, long, and float type variables with precision respectively. The Math class of C++ offers a wide range of functions to calculate mathematical calculations including sin, cos, square root, ceil, floor, etc..It is, therefore, mandatory to import the definition of header class library in the program in order to avail all calculative methods.Sqrt MethodThe double sqrtl () method of the Math class returns the square root of a double variable with precision. The syntax of this function is ...
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