Freaks City

Approach Check if all input value are identical. Solution Code #include <iostream> #include <vector> bool checkUniform(const std::vector<int>& values) { for(size_t i = 1; i < values.size(); ++i) { if(values[i] != values[0]) return false; } return true; } int main() { int testCases; std::ci ...

Date Statistics The first four digits are fixed. Generate the last four digits using nested loops, record valid dates, then verify if these dates can be formed. Verification method: Since it's a subsequence problem, we can skip elements but maintain relative order. For the given 100 numbers, match each digit sequentially with the 8-digit date. ...

Problem Description A programming competition is being organized where all participant computers must be connected to a central server using equal-length cables arranged in a star topology. Given a colleciton of network cables of various lengths, the objective is to determine the maximum possible length such that exactly K segments of equal len ...

Problem A: Numerical Triplet Verification Determine whether a sequence of three integers strictly consists of two fives and one seven. Ordering the inputs simplifies validation. Applying an ascending sort arranges the values sequentially, allowing a direct equality check against the target pattern. This approach eliminates conditional branching ...

Problem Description Consider a road that is 20 meters long with tree pits located every 1 meter. The tree pits are numbered from left to right as 0, 1, 2, ..., 20. Some of these pits contain trees, with each pit holding at most one tree. A person is standing at a window with a telsecope and can observe exactly 4 consecutive tree pits at a time ...

Intersection Calculation Given two line segments [L1, R1] and [L2, R2], determine their overlapping length. A simple approach uses a frequency array to mark covered positions. #include <iostream> using namespace std; int main() { int L1, R1, L2, R2; int coverage[101] = {0}, overlap = 0; cin >> L1 >> R1 >> L2 ...

Problem A: Digit Frequency Analysis Given a functon (f(x)) that counts the frequency of the most common digit in number (x), compute (\sum_{i=l}^{r}f(i)) for large ranges (up to (10^{18})). Approach: Represent digit counts as a state vector (S = {c_0, \dots, c_9}) Transform into frequency-of-counts representation (S' = {a_0, \dots, a_{18}}) Us ...

Binary search extends far beyond locating values in sorted arrays. The core requirement for applying this technique is identifying a monotonic relationship between an independent variable and a computed result. When a problem can be modeled as finding an input x such that a monotonic function f(x) equals a specific target, binary search becomes ...

Tree-based dynamic programming relies on post-order traversal (processing children before parents). The standard recursive skeleton ensures proper state aggregation without cyclic revisits: void traverse(int current_node, int parent_node) { // Process leaf/base case initialization if necessary for (auto& edge : adjacency_list[c ...

We are given an n × m integer matrix. In one operation, we may select a single row and a single column, subtract 1 from every element in that row and every element in that column — except the intersection cell, which is only decremented once (i.e., no double subtraction). Our goal is to minimize the maximum value in the resulting matrix. Key In ...