VRIJEME POTREBNO ZA SUSRET U JEDNAKOSTRANIČNOM TROKUTU

Zadane duljine stranica jednakostraničnog trokuta (s) i brzine (v) svake životinje označene na vrhovima trokuta saznajte vrijeme nakon kojeg se sretnu ako se počnu kretati prema svojoj desnoj suprotnosti tvoreći putanju.

Vrijeme potrebno za susret u jednakostraničnom trokutu' title=

Primjeri:

Ulazni: s = 2 v = 5
Izlaz: 0,266667

Ulazni: s = 11 v = 556
Izlaz: 0,013189

pristup:
Da biste pronašli ukupnu količinu vremena potrebnog da se životinje sretnu, jednostavno uzmite A podijeljeno s početnom brzinom kojom se dva vrha približavaju jedan drugome. Odaberite bilo koja dva vrha i vidjet ćete da se prva točka giba u smjeru druge brzinom v, dok se druga giba u smjeru prve (samo uzmite komponentu duž jednog od bridova trokuta).
Referenca: StackExchange

U nastavku je implementacija gornjeg pristupa:

C++

// CPP code to find time  // taken by animals to meet #include    using namespace std; // function to calculate time to meet void timeToMeet(double s double v){  double V = 3 * v / 2;    double time = s / V;    cout << time; } // Driver Code int main(void) {    double s = 25 v = 56;    timeToMeet(s v);    return 0; }

Java

// Java code to find time taken by animals // to meet import java.io.*; public class GFG {  // function to calculate time to meet  static void timeToMeet(double s double v){    double V = 3 * v / 2;    double time = s / V;    System.out.println((float)time);  }    // Driver Code  static public void main (String[] args)  {    double s = 25 v = 56;    timeToMeet(s v);  } } //This code is contributed by vt_m.

Python3

# Python3 code to find time  # taken by animals to meet # function to calculate # time to meet def timeToMeet(s v): V = 3 * v / 2; time = s / V; print(time); # Driver Code s = 25; v = 56; timeToMeet(s v); # This code is contributed by mits

// C# code to find time  // taken by animals to meet using System; public class GFG {    // function to calculate time to meet  static void timeToMeet(double s double v){    double V = 3 * v / 2;    double time = s / V;    Console.WriteLine((float)time);  }    // Driver Code  static public void Main ()  {    double s = 25 v = 56;    timeToMeet(s v);    } } // This code is contributed by vt_m.

PHP

 // PHP code to find time  // taken by animals to meet // function to calculate // time to meet function timeToMeet($s $v) { $V = 3 * $v / 2; $time = $s / $V; echo $time; } // Driver Code $s = 25; $v = 56; timeToMeet($s $v); // This code is contributed by anuj_67. ?>

JavaScript

<script> // JavaScript code to find time taken by animals // to meet  // function to calculate time to meet  function timeToMeet(s  v) {  var V = 3 * v / 2;  var time = s / V;  document.write( time.toFixed(6));  }  // Driver Code  var s = 25 v = 56;  timeToMeet(s v); // This code is contributed by todaysgaurav  </script>

Izlaz

0.297619

Vremenska složenost: O(1)
Pomoćni prostor: O(1)

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