ItsMods - Simple Math Commands

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Hello

This are some basic math operations and values which arent in game, I can make more if you find them useful, Smile

Code:
e()

{

    return ( 2.71828 );

}

pi()

{

    return ( 3.14159 );

}

radToDegrees( rad )

{

    return ( ( 180 * rad ) / 3.14159 );

}

degreesToRad( degrees )

{

    return ( ( degrees * 3.14159 ) / 180 );

}

power( number, exp )

{

    numberused = number;

    for ( i = 1; i < exp; i++ )

        numberused *= number;

    return numberused;

}

cotan( angle )

{

    return ( cos( angle ) / sin( angle ) );

}

sec( angle )

{

    return ( 1 / cos( angle ) );

}

cosec( angle )

{

    return ( 1 / sin( angle ) );

}

versin( angle )

{

    return ( 1 - cos( angle ) );

}

ValueIsBeetween(value,max,min) //new

{

    if(value > min && value < max)

        return true;

    return false;

}

bisection( angle1, angle2 )

{

    return ( ( angle1 + angle2 ) / 2 );

}

pointsAreInLine( point1, point2, point3 )

{

    if( ( ( point2[0] - point1[0] ) / ( point3[0] - point1[0] ) ) == ( ( point2[1] - point1[1] ) / ( point3[1] - point1[1] ) ) && ( ( point2[0] - point1[0] ) / ( point3[0] - point1[0] ) ) == ( ( point2[2] - point1[2] ) / ( point3[2] - point1[2] ) ) )

        return true;

    return false;

}

areParallel( vector1, vector2 )

{

    if( ( vector1[0] / vector2[0] ) == ( vector1[1] / vector2[1] ) && ( vector1[0] / vector2[0] ) == ( vector1[2] / vector2[2] ) )

        return true;

    return false;

}

vectorScale( vector, scale ) //new

{

    vec = ( vector[0] * scale, vector[1] * scale, vector[2] * scale );

    return vec;

}

vectorDivision( vector, number ) //new

{

    vec = ( vector[0] / number, vector[1] / number, vector[2] / number );

    return vec;

}

vectorModule( vector )

{

    return ( sqrt( ( vector[0] * vector[0] ) + ( vector[1] * vector[1] ) + ( vector[2] * vector[2] ) ) );

}

vectorsAngle( vector1, vector2 ) //new

{

    return acos( vectorDot( vector1, vector2 ) / ( vectorModule( vector1 ) * vectorModule( vector2 ) ) );

}

vectorTo2D( vector ) //new

{

    return ( vector[0], vector[1], 0 );

}

Thanks to:
@iAegle for detecting an error.
@SuperNovaAO for a suggestion.

(01-25-2012, 18:03)Yamato Wrote: [ -> ]Hello

This are some basic math operations and values which arent in game, I can make more if you find them useful,

Code:
... exp( number, exp ) { numberused = number; for ( i = 1; i < exp; i++ ) numberused *= number; return numberused; } ...

Code:
exp( number, exp )

{

return number ^ exp;

}

I guess these could help someone though lol

(01-25-2012, 18:10)Nukem Wrote: [ -> ]
(01-25-2012, 18:03)Yamato Wrote: [ -> ]Hello

This are some basic math operations and values which arent in game, I can make more if you find them useful,

Code:
... exp( number, exp ) { numberused = number; for ( i = 1; i < exp; i++ ) numberused *= number; return numberused; } ...

Code:
exp( number, exp ) { return number ^ exp; }

I guess these could help someone though lol

Does this work? Huh

Code:
return number ^ exp;

Usually in programming the exp function calculates e ^ number

pow would be the power then

(01-25-2012, 18:14)SuperNovaAO Wrote: [ -> ]Usually in programming the exp function calculates e ^ number

pow would be the power then

I have put power, Confused

, I dont understand very well what you mean by pow.

(01-25-2012, 18:17)Yamato Wrote: [ -> ]
(01-25-2012, 18:14)SuperNovaAO Wrote: [ -> ]Usually in programming the exp function calculates e ^ number

pow would be the power then

I have put power, , I dont understand very well what you mean by pow.

You edited it you troll. Your power function was first called exp which is confusing.

(01-25-2012, 18:35)SuperNovaAO Wrote: [ -> ]
(01-25-2012, 18:17)Yamato Wrote: [ -> ]
(01-25-2012, 18:14)SuperNovaAO Wrote: [ -> ]Usually in programming the exp function calculates e ^ number

pow would be the power then

I have put power, , I dont understand very well what you mean by pow.

You edited it you troll. Your power function was first called exp which is confusing.

Yes, exactly, it was called exp and now is called power, I changed it when I saw your post.

nice yamato, sound cool

I added a few more. OMA

One note, the new ones havent been tested, Tongue

. My mw2 doesnt work.

I made this other ones sometime ago, but I could never test them (and @Rendflex seems dead Okay

), if anyone can give them a try, say here if they work or not

Spoiler (Click to View)

Code:
e() //e number

{

    return ( 2.71828 );

}

pi() //pi number

{

    return ( 3.14159 );

}

pow( number, exponent, module ) //power function

{

    numberused = number;

    for ( i = 1; i < exponent; i ++ )

        numberused *= number;

    if( isdefined( module ) )

        return ( numberused % module );

    else

        return numberused;

}

pow10( exponent ) //power function of 10

{

    numberused = 10;

    for ( i = 1; i < exponent; i ++ )

        numberused *= 10;

    return numberused;

}

exp( number ) //exponential function

{

    return ( pow( e(), number ) );

}

logn( base, number ) //log in any base

{

    return ( log( number ) / log( base ) );

}

radToDegrees( rad ) //convert radians to degrees

{

    return ( ( 180 * rad ) / pi() );

}

degreesToRad( degrees ) //convert degrees to radiants

{

    return ( ( degrees * pi() ) / 180 );

}

fact( number ) //factorial

{

    factorial = 1;

    for( i = 1, i < ( number + 1 ); i ++ )

        factorial *= i;

    return factorial;

}

decimal( number ) //gives you the decimal part of a float

{

    return ( float( float( number ) - int( number ) ) );

}

modf( number ) //split a number in decimal and float

{

    modf[ modf.size ] = int( number );

    modf[ modf.size ] = decimal( number );

    return modf;

}

cot( angle ) //cotangent

{

    return ( cos( angle ) / sin( angle ) );

}

sec( angle ) //secant

{

    return ( 1 / cos( angle ) );

}

cosec( angle ) //cosecant

{

    return ( 1 / sin( angle ) );

}

cosh( angle ) //hiperbolic cosine

{

    return ( ( exp( angle ) + exp( angle * -1 ) ) / 2 );

}

sinh( angle ) //hiperbolic sine

{

    return ( ( exp( angle ) - exp( angle * -1 ) ) / 2 );

}

tanh( angle ) //hiperbolic tangent

{

    return ( sinh( angle ) / cosh( angle ) );

}

versin( angle ) //versed sine

{

    return ( 1 - cos( angle ) );

}

vercosin( angle ) //versed cosine

{

    return ( 1 + cos( angle ) );

}

haversin( angle ) //haversed versine

{

    return ( versin( angle ) / 2 );

}

havercosin( angle ) //haversed cosine

{

    return ( vercosin( angle ) / 2 );

}

cat( number ) //catalan number

{

    return ( fact( 2 * number ) / ( fact( number + 1 ) * fact( number ) ) );

}

isPrimeNumber( number ) //check if a number is prime or not

{

    numbert = abs( number );

    if( numbert == 2 )

                return true;

    else if( numbert == 0 )

        return false;

    return ( pow( 2, numbert - 1 ) % numbert  == 1 );

}

bisection( angle1, angle2 ) //bisection of 2 angles

{

    return ( ( angle1 + angle2 ) / 2 );

}

ldexp( number, exponent ) //get the value of a number multiplied by 2^exponent

{

    return ( number * pow( 2, exponent ) ); 

}

hypot( a, b ) //returns the hypotenuse of a right triangle where a and b are the legs

{

    return ( sqrt( a * a + b * b ) );

}

cqrt( number ) //cubic root

{

    return ( pow( number, 1 / 3 ) );

}

nroot( number, n ) //root

{

    return ( pow( number, 1 / n ) );

}

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