write a function named closestDistance()

This is the p1.cpp folder and it has the required info. There is a specified area for the needed function. We are just beginning to take structures, streams and vectors. Any help is appreciated

/**

CS 150 Vectors and Structures

Below you'll find a definition for a Star structure

similar to the one we used in class, but a little simpler.

Write the function called starsInSector(), following the

instructions in your handout.

*/

#include

#include

#include

#include

#include // already included for you

using namespace std;

// The structure (don't change these)

struct Star {

double x, y;

double magnitude;

int draperNumber;

string names;

};

///////////////// WRITE YOUR FUNCTION BELOW THIS LINE ///////////////////////

function here

///////////////// WRITE YOUR FUNCTION ABOVE THIS LINE ///////////////////////

ostream& operator&);

void studentTests()

{

cout

cout

const vector vStars = {

{-0.516566, -0.340233, 4.53, 124675, "BOO KAPPA"},

{-0.391537, 0.791148, 1.16, 62509, "POLLUX; GEM BETA"},

{-0.798418, 0.601749, 4.54, 82446, "HYA TAU"},

{0.544153, 0.174444, 4.34, 6961, "CAS THETA"},

{-0.843478, 0.099816, 3.54, 100407, "HYA XI"},

{-0.455459, -0.603227, 4.98, 138629, "BOO NU"},

{-0.298198, 0.387683, 3.35, 71369, "MUSCIDA; UMA OMICRON"},

{-0.696134, 0.155399, 3, 96833, "UMA PSI"},

{-0.916842, 0.246614, 4.08, 95272, "ALKES"},

{0.11301, 0.945279, 2.58, 36673, "ARNEB"},

{0.214075, -0.813927, 3.25, 176437, "SULAFAT; LYR GAMMA"},

{0.305802, 0.232677, 4.46, 15089, "CAS IOTA"},

{0.658924, -0.733896, 3.78, 198001, "ALBALI"},

{0.820248, 0.448325, 2.64, 11636, "SHERATAN"},

{-0.263867, 0.822592, 4.41, 54719, "GEM TAU"},

{0.148253, -0.755971, 5.37, 173608, "LYR EPSILON"},

{-0.741021, -0.628146, 3.78, 129246, "BOO ZETA"},

{-0.188502, -0.981846, 5.89, 156247, "U OPH"},

{0.147985, -0.755362, 6.02, 173583, "LYR EPSILON"},

{-0.317623, 0.871206, 3.5, 56986, "WASAT; GEM DELTA"},

};

vector names;

starsInSector(vStars, names, -1, -1);

cout

cout [BOO KAPPA, BOO NU, BOO ZETA, U OPH]"

cout "

cout

cout

}

ostream& operator& v)

{

out

int len = v.size();

if (len > 0)

{

out

for (int i = 1; i

out

}

out

return out;

}

6 THE closestDistance PROBLEM Using the Star structure defined in file p1.cpp, write the function named closestDistance() The function takes one input parameter: a vector of Stars that represents a "travel itinerary". Visit every pair of stars in-order (0-1, 1-2, 2-3, etc.) and measure the distance between them. The function should return a vector of Star containing the two stars that are closest to each other in the trip. We'll assume that the stars are in 3D space and that you measure the distance using this formula. You may write a function to do so. vector closest closestDistance(vStars); 6 THE closestDistance PROBLEM Using the Star structure defined in file p1.cpp, write the function named closestDistance() The function takes one input parameter: a vector of Stars that represents a "travel itinerary". Visit every pair of stars in-order (0-1, 1-2, 2-3, etc.) and measure the distance between them. The function should return a vector of Star containing the two stars that are closest to each other in the trip. We'll assume that the stars are in 3D space and that you measure the distance using this formula. You may write a function to do so. vector closest closestDistance(vStars)