ezFraction is a custom Python module for working with fractions.

From PyPI:

pip install ezFraction

From source:

git clone https://github.com/GooDeeJaY/ezFraction.git
cd ezFraction
python -m pip install .

Importing and initialization:

from ezFraction import Fraction

# passing string
Fraction("3.14")        # 157/50

# passing float
Fraction(1.24)          # 31/25

# passing int
Fraction(567)           # 567/1

# passing fraction
Fraction(28, 3)         # 28/3

Properties:

frac = Fraction(4.6)

# Properties
print(frac)             # 23/5
print(frac.decimal)     # 4.6
print(frac.numerator)   # 23
print(frac.denominator) # 5
print(frac.tuple)       # (23, 5)

By default fractions will be rounded to 5 decimal places, if you want more or less precision you can set different rounding or even switch off the rounding:

print(Fraction(3.14))                   # 333333/100000
print(Fraction(3.14, rounding=None))    # 4166666666666667/1250000000000000

When initializing Fraction, we can set reduce to False in order to get unreduced fraction:

print(Fraction(18.5))                   # 37/2
print(Fraction(18.5, reduce=False))     # 185/10

Also, there are .reduce() and .enlarge() methods that perform actions that their name tells. Both methods have new_obj parameter which is used to create new Fraction instances rather than applying methods to themselves. Apart from .reduce(), .enlarge() accepts one additional argument multiplier that is used to set the different multiplier for enlargement rather than 2 (default).

frac = Fraction(20.5) 
print(frac)                         # 41/2
print(frac.enlarge())               # 82/4
print(frac.enlarge(multiplier=3))   # 246/12
frac2 = frac.reduce(new_obj=True)
print(frac2, frac)                  # 41/2 246/12

You can use .with_denominator() method in order to set custom denominator:

frac = Fraction(0.32)                               # 8/25
custom = frac.with_denominator(35, to_str=True)     # 11.2/35

Since this creates an invalid fraction, conversion will not be saved in Fraction instances but rather will be returned as a tuple (default) or string. Also, there is a .with_numerator() method that does the same thing but with a numerator.

These methods can be useful when comparing fractions with others. For example, we have fractions 8/25 and 9/35, telling which one is greater by glance is not so easy. So here comes the aid of .with_denominator() method by which we convert 8/25 to 11.2/35. Now it is easy to tell that 11.2/35 is greater than 9/35

Last but not least, you can perform arithmetic operations with Fraction objects:

frac1 = Fraction(0.48)      # 12/25
frac2 = Fraction(1.52)      # 38/25

print(frac1 + frac2)        # 2/1
print(frac1 - frac2)        # -26/25
print(frac1 * frac2)        # 456/625
print(frac1 / frac2)        # 6/19