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nth root
#nth root def _root(x, degree): if x in {0, 1}: return x, x scope = [0, 1] if x<1 else [1, x] while True: mid = sum(scope)/2 mid2 = mid**degree if mid2 == x: return mid, mid edge = mid2 > x if mid == scope[edge]: return scope scope[edge] = mid from numbers import Integral def root(x, degree=2, which_result=0): if not isinstance(degree, Integral): raise TypeError('degree must be Integral') if degree < 2: raise ArithmeticError('degree must be not less than 2') if x >= 0: return _root(x, degree)[which_result] else: return _root(-x, degree)[which_result] * (-1 if degree % 2 else 1j) from ast import literal_eval while True: try: print(root(*literal_eval(input()))) except EOFError: break except Exception as e: print(type(e), e)
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Set
Regular falsi
test3.py
Single and double qoute
Submission.py
shuru15
DISPLAY
fibonacciseries
PYTHON 3 ÖDEV :)
shuru9