Created
September 28, 2015 16:28
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Learning Python - class for Rational numbers, inspired by interactivepython.org's exercises.
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def gcd(m,n): | |
while m % n != 0: | |
oldm = m | |
oldn = n | |
m = oldn | |
n = oldm % oldn | |
return n | |
class Rational: | |
def __init__(self, n, d): | |
factor = gcd(n, d) | |
self.numer = n // factor | |
self.denom = d // factor | |
def __str__(self): | |
# must return a string | |
if (self.denom == 1): | |
return str(self.numer) | |
else: | |
return str(self.numer) + "/" + str(self.denom) | |
def __add__(self, other): | |
return Rational(self.numer + other.numer, self.denom + other.denom) | |
def __sub__(self, other): | |
fac1 = other.denom | |
fac2 = self.denom | |
return Rational(self.numer * fac1 - other.numer * fac2, self.denom * other.denom) | |
def __mul__(self, other): | |
return Rational(self.numer * other.numer, self.denom * other.denom) | |
def __floordiv__(self, other): | |
return self * other.inverse() | |
def __eq__(self, other): | |
# put both fractions in same terms | |
fac1 = other.denom | |
fac2 = self.denom | |
self.numer = self.numer * fac1 | |
self.denom = self.denom * fac1 | |
other.numer = other.numer * fac2 | |
other.denom = other.denom * fac2 | |
return self.numer == other.numer | |
def inverse(self): | |
return Rational(self.denom, self.numer) | |
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I think addition should be:
return Rational((self.numerother.denom)+(other.numerself.denom), (self.denom*other.denom))