Please answer the following with code below in Java: In this part of the lab you will write client code to manipulate some GeoLocation objects. The GeoLocation class is being provided to you, so you don't have to write it$.$ You will instead be writing code that constructs and manipulates three GeoLocation objects.

The popular TV series Breaking Bad made use of geographic location information. The Walter White character buried millions of dollars at a particular location in the desert outside of Albuquerque, New Mexico. He then bought a lottery ticket to help him remember that his stash was buried at a latitude of $34$ degrees, $59$ minutes, $20$ seconds and a longitude of $-106$ degrees, $36$ minutes, $52$ seconds. Your client program will compute the distance between Walter's stash and the local FBI building and a local studio known as ABQ Studios $($where Breaking Bad was filmed$).$

Your program should produce the following output:

The stash is at latitude: $34\mathrm{.}988889,$ longitude: $-106\mathrm{.}614444$

ABQ studio is at latitude: $34\mathrm{.}989978,$ longitude: $-106\mathrm{.}614357$

FBI building is at latitude: $35\mathrm{.}131281,$ longitude: $-106\mathrm{.}61263$

Distance in miles between:

stash$/$studio $=0\mathrm{.}07548768123801672$

stash$/$fbi $=9\mathrm{.}849836190409732$

Instructions:

Create a new Java class in NetBeans called GeoLocationClient. This class is a main class and should have a main method.

Create three GeoLocation objects with the values you see in the output above.

Print the three objects and call the distanceFrom method twice to get the desired output. Please note that the latitude$/$longitude information in the first three lines of output should be produced by calls to the GeoLocation's toString method, and the values in the final two lines of output should be produced by calls to the GeoLocation's distanceFrom method. code: package cis$2087$geolocation;

public class GeoLocation

$\{$

public static final double RADIUS $=3963\mathrm{.}1676$; $//$ Earth radius in miles

private double latitude;

private double longitude;

$//$ constructs a geo location object with given latitude and longitude

public GeoLocation$($double inLatitude, double inLongitude$)\{$

latitude $=$ inLatitude;

longitude $=$ inLongitude;

$\}$

$//$ returns the latitude of this geo location

public double getLatitude$()\{$

return latitude;

$\}$

$//$ returns the longitude of this geo location

public double getLongitude$()\{$

return longitude;

$\}$

$//$ returns a string representation of this geo location

@Override

public String toString$()\{$

return "latitude: $"+$ latitude $+",$ longitude: $"+$ longitude;

$\}$

$//$ returns the distance in miles between this geo location and the given

$//$ other geo location

public double distanceFrom$($GeoLocation other$)\{$

double lat$1=$ Math.toRadians$($latitude$)$;

double long$1=$ Math.toRadians$($longitude$)$;

double lat$2=$ Math.toRadians$($other$.$latitude$)$;

double long$2=$ Math.toRadians$($other$.$longitude$)$;

$//$ apply the spherical law of cosines with a triangle composed of the

$//$ two locations and the north pole

double theCos $=$ Math.sin$($lat$1)*$ Math.sin$($lat$2)+$ Math.cos$($lat$1)*$ Math.cos$($lat$2)*$ Math.cos$($long$1-$ long$2)$;

double arcLength $=$ Math.acos$($theCos$)$;

double distance $=$ arcLength $*$ RADIUS;

return distance;

$\}$

$\}$