10 examples of 'python divide round up' in Python

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1def divide(dividend, divisor):
2 if not divisor:
3 return
4
5 current_sum = 0
6 quotient = 0
7 while current_sum <= dividend:
8 quotient += 1
9 current_sum += divisor
10
11 return quotient - 1
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4def round_down(v):
5 return (int(v[0]), int(v[1]))
631def rpy_round(number, ndigits):
632 # Algorithm copied directly from CPython
633
634 if number == 0 or rfloat.isinf(number) or rfloat.isnan(number):
635 return number
636
637 # Deal with extreme values for ndigits. For ndigits > NDIGITS_MAX, x
638 # always rounds to itself. For ndigits < NDIGITS_MIN, x always
639 # rounds to +-0.0.
640 if ndigits > NDIGITS_MAX:
641 return number
642 elif ndigits < NDIGITS_MIN:
643 # return 0.0, but with sign of x
644 return 0.0 * number
645
646 # finite x, and ndigits is not unreasonably large
647 z = rfloat.round_double(number, ndigits)
648 if rfloat.isinf(z):
649 raise OverflowError
650 return z
17def round_up(x, base=1):
18 return int(base * round(float(x)/base))
6def divide(self, dividend, divisor):
7 sign = 1
8 if (dividend < 0 and divisor > 0) or (dividend > 0 and divisor < 0):
9 sign = -1
10 dd, ds = abs(dividend), abs(divisor)
11 if dd < ds:
12 return 0
13 if dividend == -2 ** 31 and divisor == -1:
14 return 2 ** 31 - 1
15 res = 0
16 while ds <= dd:
17 bs_ds = ds # bit shift operator
18 part = 1
19 while not (bs_ds <= dd and bs_ds + bs_ds > dd):
20 bs_ds += bs_ds
21 part += part
22 dd -= bs_ds
23 res += part
24 return res * sign
23@divide.variant('round')
24def divide(self, y):
25 return round(self.divide(y))
126@define_built_in('/')
127def divide(arguments):
128 # TODO: support exact fractions
129 # TODO: return integer if all arguments were integers and result is whole number
130 check_argument_number('/', arguments, 1)
131
132 if len(arguments) == 1:
133 return FloatingPoint(1 / arguments[0].value)
134 else:
135 result = FloatingPoint(arguments[0].value)
136
137 for argument in arguments.tail:
138 result.value /= argument.value
139
140 return result
55@pytest.mark.parametrize('x,y,expected', DivisionData.ROUND_VALS)
56def test_round(x, y, expected):
57 dv = DivisionVariants(x)
58 assert dv.divide.round(y) == expected
4def roundInt(a): return int(a+0.5)
212def round(*args):
213 return ast.Round(*args)

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