Skip to content

Latest commit

 

History

History
392 lines (310 loc) · 9.85 KB

README.md

File metadata and controls

392 lines (310 loc) · 9.85 KB
Raw

PMath(ProfessionalMathematics), Version 0.2

What Is PMath?

PMath Is An Open Source Professional Library Of Matehmatics For C.

How To Use?

For Using PMath In Your Project, First You Have To Clone PMath Repo In Your Project

git clone https://github.com/ABOLFAZLMOHAMMADPOUR/PMathForC.git

git clone https://gitlab.com/ABOLFAZLMOHAMMADPOUR/PMathForC.git

And Then You Have To Include PMath In Main File Of Your Project.

Project
└─ Source
   └─ main.c
└─ Include
   └─ PMath.h
   └─ PMathError.h
└─ Build
   └─ MakeFile
└─ Output
   └─ main.exe

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    return (int)0;
}

How To Compile And Run Project

First You Have To Change The Current Directory To The Build Directory And Then Do Following Commands.

Build/MakeFile(Windows)

.DEFAULT_GOAL := CreateAndRunExecutableOutput

CreateAndRunExecutableOutput:
	@ gcc .\..\Source\main.c -o .\..\Output\main.exe
	@ .\..\Output\main.exe

CreateExecutableOutput:
	@ gcc .\..\Source\main.c -o .\..\Output\main.exe

RunExecutableOutput:
	@ .\..\Output\main.exe

Build/MakeFile(Linux)

.DEFAULT_GOAL := CreateAndRunExecutableOutput

CreateAndRunExecutableOutput:
	@ gcc .\..\Source\main.c -o .\..\Output\main.out
	@ .\..\Output\main.out

CreateExecutableOutput:
	@ gcc .\..\Source\main.c -o .\..\Output\main.out

RunExecutableOutput:
	@ .\..\Output\main.out

(Windows) mingw32-make -f .\MakeFile

(Linux) make -f ./MakeFile

Working With PMath

PMath Is Contains Lots Of Functions Which You Can Doing Mathematics Operations With Them In Your Project.

Calculating Number Of Divisors Of A Number With PMath

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    long long int Number = (long long int)27;
    long long int NumberOfDivisors;

    Calculating_NumberOfDivisors(Number, &NumberOfDivisors);

    printf("%s%lld%s%lld%c", "Number Of Divisors Of {", Number, "} Is : ", NumberOfDivisors, '\n');

    return (int)0;
}

Output/main.out

Number Of Divisors Of {27} Is : 4

Calculating Divisors Of A Number With PMath

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    long long int Number = (long long int)27;
    long long int NumberOfDivisors;

    Calculating_NumberOfDivisors(Number, &NumberOfDivisors);

    long long int Divisors[NumberOfDivisors] = {(long long int)0};

    Calculating_Divisors(Number, Divisors);

    printf("%s%lld%s%lld%c", "Number Of Divisors Of {", Number, "} Is : ", NumberOfDivisors, '\n');

    printf("%s%lld%s", "Divisors Of {", Number, "} Are : [ ");
    for (long long int Counter = (long long int)0; Counter < NumberOfDivisors; Counter++)
    {
        printf("%lld%c", (*(Divisors + Counter)), ' ');
    }
    printf("%c%c", ']', '\n');

    return (int)0;
}

Output\main.out

Number Of Divisors Of {27} Is : 4
Divisors Of {27} Are : [ 1 3 9 27 ]

Calculating Multiples Of A Number With PMath

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    long long int Number = (long long int)10;
    long long int From = (long long int)-5;
    long long int To = (long long int)4;
    long long int Multiples[(long long int)10] = {(long long int)0};

    Calculating_Multiples(Number, From, To, Multiples);

    printf("%s%lld%s%lld%s%lld%s", "Multiples Of {", Number, "} From <", From, "> To <", To, "> Are : [");
    for (long long int Counter = (long long int)0; Counter < (long long int)10; Counter++)
    {
        printf("%lld%c", Multiples[Counter], ' ');
    }
    printf("%s%c", "]", '\n');

    return (int)0;
}

Output/main.out

Multiples Of {10} From <-5> To <4> Are : [-50 -40 -30 -20 -10 0 10 20 30 40 ]

Calculating ArithmeticMean Of Numners With PMath

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    long long int NumberOfNumbers = (long long int)5;
    long double Numbers[5] = {(long double)10.0, (long double)20.0, (long double)30.0, (long double)37.6, (long double)85.3};
    long double TheArithmeticMean = (long double)0.0;

    printf("%s", "The Arithmetic Mean Of (");
    for (long long int Counter = (long long int)0; Counter < NumberOfNumbers; Counter += (long long int)1)
    {
        if (((Counter + (long long int)1) == NumberOfNumbers))
        {
            printf("%Lf%s", Numbers[Counter], ")");
        }
        else
        {
            printf("%Lf%s", Numbers[Counter], ", ");
        }
    }
    printf("%s", " Is : ");

    TheArithmeticMean = Calculating_ArithmeticMean(Numbers, NumberOfNumbers);
    printf("%Lf%c", TheArithmeticMean, '\n');

    return (int)0;
}

Output/main.out

The Arithmetic Mean Of (10.000000, 20.000000, 30.000000, 37.600000, 85.300000) Is : 36.580000

Calculating WeightedArithmeticMean Of Numners With PMath

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    long long int NumberOfNumbers = (long long int)5;
    long double Numbers[5] = {(long double)10.0, (long double)20.0, (long double)37.0, (long double)86.2, (long double)3.7};
    long double WeightOfNumbers[5] = {(long double)2.0, (long double)8.0, (long double)3.0, (long double)6.0, (long double)4.0};
    long double TheWeightedArithmeticMean = (long double)0.0;

    printf("%s", "The WeightedArithmeticMean Of (");
    for (long long int Counter = (long long int)0; Counter < NumberOfNumbers; Counter += (long long int)1)
    {
        if (((Counter + (long long int)1) == NumberOfNumbers))
        {
            printf("%Lf%s", Numbers[Counter], ")");
        }
        else
        {
            printf("%Lf%s", Numbers[Counter], ", ");
        }
    }
    printf("%s", " With These Weights ");
    printf("%s", "(");
    for (long long int Counter = (long long int)0; Counter < NumberOfNumbers; Counter += (long long int)1)
    {
        if (((Counter + (long long int)1) == NumberOfNumbers))
        {
            printf("%Lf%s", WeightOfNumbers[Counter], ")");
        }
        else
        {
            printf("%Lf%s", WeightOfNumbers[Counter], ", ");
        }
    }
    printf("%s",") Is : ");

    TheWeightedArithmeticMean = Calculating_WeightedArithmeticMean(Numbers, WeightOfNumbers, NumberOfNumbers);
    printf("%Lf%c", TheWeightedArithmeticMean, '\n');

    return (int)0;
}

Output/main.out

The WeightedArithmeticMean Of (10.000000, 20.000000, 37.000000, 86.200000, 3.700000) With These Weights (2.000000, 8.000000, 3.000000, 6.000000, 4.000000)) Is : 35.782609

Calculating GeometricMean Of Numners With PMath

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    long double Numbers[5] = {(long double)5.2, (long double)8.1, (long double)7.6, (long double)4.1, (long double)9.3};
    long long int NumberOfNumbers = (long long int)5;
    long double TheGeometricMean = (long double)0.0;

    printf("%s", "GeometricMean Of These Numbers (");
    for (long long int Counter = (long long int)0; Counter < NumberOfNumbers; Counter += (long long int)1)
    {
        if (((Counter + (long long int)1) == NumberOfNumbers))
        {
            printf("%Lf%s", Numbers[Counter], ")");
        }
        else
        {
            printf("%Lf%s", Numbers[Counter], ", ");
        }
    }

    TheGeometricMean = Calculating_GeometricMean(Numbers, NumberOfNumbers);
    printf("%s%Lf%c", " Is : ", TheGeometricMean, '\n');

    return (int)0;
}

Output/main.out

GeometricMean Of These Numbers (5.200000, 8.100000, 7.600000, 4.100000, 9.300000) Is : 6.566195

Calculating HarmonicMean Of Numners With PMath

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    long double Numbers[5] = {(long double)5.2, (long double)8.1, (long double)7.6, (long double)4.1, (long double)9.3};
    long long int NumberOfNumbers = (long long int)5;
    long double TheHarmonicMean = (long double)0.0;

    printf("%s", "HarmonicMean Of These Numbers (");
    for (long long int Counter = (long long int)0; Counter < NumberOfNumbers; Counter += (long long int)1)
    {
        if (((Counter + (long long int)1) == NumberOfNumbers))
        {
            printf("%Lf%s", Numbers[Counter], ")");
        }
        else
        {
            printf("%Lf%s", Numbers[Counter], ", ");
        }
    }

    TheHarmonicMean = Calculating_HarmonicMean(Numbers, NumberOfNumbers);
    printf("%s%Lf%c", " Is : ", TheHarmonicMean, '\n');

    return (int)0;
}

Output/main.out

HarmonicMean Of These Numbers (5.200000, 8.100000, 7.600000, 4.100000, 9.300000) Is : 6.259603

Calculating Median Of Numners With PMath

Source/main.c

#include <stdio.h>

#include "./../Include/PMath.h"

int main(int argc, const char *argv[])
{
    long double Numbers[6] = {(long double)5.2, (long double)8.1, (long double)7.6, (long double)4.1, (long double)9.3, (long double)9.1};
    long long int NumberOfNumbers = (long long int)6;
    long double TheMedian = (long double)0.0;

    printf("%s", "Median Of These Numbers (");
    for (long long int Counter = (long long int)0; Counter < NumberOfNumbers; Counter += (long long int)1)
    {
        if (((Counter + (long long int)1) == NumberOfNumbers))
        {
            printf("%Lf%s", Numbers[Counter], ")");
        }
        else
        {
            printf("%Lf%s", Numbers[Counter], ", ");
        }
    }

    TheMedian = Calculating_Median(Numbers, NumberOfNumbers);

    printf("%s%Lf%c", " Is : ", TheMedian, '\n');

    return (int)0;
}

Output/main.out

Median Of These Numbers (5.200000, 8.100000, 7.600000, 4.100000, 9.300000, 9.100000) Is : 7.850000