please include screenshot of the code thankyou and in C not C++ check picture for ta better look at the question

A point mass consists of a s- location and an associated mass, such as

Location:(6,0, -2) Mass: 3g

In a system of point masses, let pi, Pz,...p, be the n 3-D points and mi, mz,. ..mn

be their associated masses. If m is the sum of the masses, the center of gravity

C is calculated as

(mpi + mpz +... +m.p.)

Write a program that repeatedly inputs point-mass system data sets from an

input file until an input operation fails. For each data set, display the location

matrix, the ma

ass vector, n, and the center of gravity.

Each data set includes a location matrix (a matrix in which each row is a

point), a one-dimensional array of masses, and the number of point masses, n.

Allow n to vary from 3 to 10.

Sample Data File

2521

3216

4338

454

This sample should be stored as:

location

3216

4338

5 44

25214

mass

Your main function should repeatedly input and process data sets from an

input file until end of file is encountered. For each point-mass system data

set, display the location matrix, the mass vector, n, and the center of gravity.

Implement at least the following functions:

fget _point_mass: Takes an open input file and a maximum value for n as

parameters and fills a two-dimensional array output parameter with a

location matrix and a one-dimensional array output parameter with a mass

vector from the data file. Returns as function value the actual value of n.

center_grav: Takes a location matrix, mass vector, and n value as param-

eters, and calculates and returns as the function value the center of gravity

of the system.

fwrite point_mass: Takes an open output file and the location matrix, mass

vector, and n value of a point-mass system as parameters and writes the

system to the file with meaningful labels.

A point mass consists of a 3-D location and an associated mass, such as Location: (6,0, -2) Mass: 3g In a system of point masses, let P1, P2, ...pa be the n 3-D points and m, m2,...M be their associated masses. If m is the sum of the masses, the center of gravity C is calculated as 1 C=mpi + map2 + ... + mnpm) m Write a program that repeatedly inputs point-mass system data sets from an input file until an input operation fails. For each data set, display the location matrix, the mass vector, n, and the center of gravity. Each data set includes a location matrix (a matrix in which each row is a point), a one-dimensional array of masses, and the number of point masses, n. Allow n to vary from 3 to 10. Sample Data File 4 5 4 -4 -9 -4 3 -3 8 3 -2 - 1 6 NUN 2 5 2 1 This sample should be stored as: location 5 -4 4 -4 co w w 3 -2 -1 6 -3 8 mass -9 2 5 2 1 4 n Your main function should repeatedly input and process data sets from an input file until end of file is encountered. For each point-mass system data set, display the location matrix, the mass vector, n, and the center of gravity. Implement at least the following functions: fget_point_mass: Takes an open input file and a maximum value for n as parameters and fills a two-dimensional array output parameter with a location matrix and a one-dimensional array output parameter with a mass vector from the data file. Returns as function value the actual value of n. center_grav: Takes a location matrix, mass vector, and n value as param- eters, and calculates and returns as the function value the center of gravity of the system. fwrite_point_mass: Takes an open output file and the location matrix, mass vector, and n value of a point-mass system as parameters and writes the system to the file with meaningful labels