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LC 0166 [M] Fraction to Recurring Decimal
Code with Senpai edited this page Apr 5, 2022
·
1 revision
class Solution:
def fractionToDecimal2(self, num: int, denom: int) -> str:
n, remainder = divmod(abs(num), abs(denom))
sign = '-' if num * denom < 0 else ''
fraction = [sign + str(n)]
if remainder == 0:
return ''.join(fraction)
fraction.append('.')
d = {} # remainder to len fraction = position
# repeating remainder is repeating decimal
while remainder != 0:
if remainder in d:
fraction.insert(d[remainder], '(')
fraction.append(')')
break
d[remainder] = len(fraction) # position
n, remainder = divmod(remainder * 10, abs(denom))
fraction.append(str(n))
return ''.join(fraction)
def fractionToDecimal(self, numerator, denominator):
n, remainder = divmod(abs(numerator), abs(denominator))
sign = '-' if numerator*denominator < 0 else ''
res = [sign+str(n), '.']
d = {}
while remainder > 0 and remainder not in d:
d[remainder] = len(res)
n, remainder = divmod(remainder*10, abs(denominator))
res.append(str(n))
if remainder in d:
idx = d[remainder]
res.insert(idx, '(') # insert at start of remainder
res.append(')')
return ''.join(res).rstrip(".")
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