Problem : Minimum Distance
Two riders A and B are travelling on
a highway towards each other on two roads that intersect at right angle at
speeds VA meters/second and VB meters/second. A is at a distance of 'x' meters
and B is at a distance of 'y' meters from the intersection. Calculate the
minimum distance between these two riders that is possible.
Input Format:
First line contains the distance of Rider A from intersection denoted by x
Second line contains the distance of Rider B from intersection denoted by y
Third line contains the Velocity of Rider A denoted by VA
Fourth line contains the Velocity of Rider B denoted by VB
Output Format:
Print the minimum distance between these two riders, if minimum distance is nonzero. If minimum distance is zero, print it as 0.0
Constraints:
x > 0
y > 0
VA > 0
VB > 0
Calculation and printing of output should be done upto 11 precision
Input 1
100
100
10
10
Output 1
0.0
Input 2
500
300
20
14
Output 2
41.18252056395
Input 3
100
100
30
40
Output 3
22.36067977500
Input 4
05
0
20
30
Output 4
Invalid Input
TCS CodeVita 2018 Round1 Question: Consecutive Prime Sum
C-Language Program (MockVita1/Problem C)
#include <stdio.h>
#include <math.h>
int main(void) {
int x,y,va,vb;
double min;
double d;
scanf("%d %d %d %d",&x,&y,&va,&vb);
if(x<0 || y<0 || va<0 || vb<0)
printf("Invalid Input");
else
{
min = sqrt(x*x + y*y);
while(x>=0 || y>=0)
{
x-=va;
y-=vb;
d=sqrt(x*x + y*y);
if(d<min)
min = d;
}
if(min==0.0)
printf("0.0");
else
printf("%.11lf",min);
}
return 0;
}
Source:
https://www.google.in/