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How to use compare_floats method in Sure

Best Python code snippet using sure_python

p4_2.py

Source:p4_2.py

...49        """Classifica um triÃ¢ngulo com base nos lados"""5051        a, b, c = self.side_lengths()5253        if(compare_floats(a, b) and compare_floats(a, c)):54            return 'equilateral'5556        elif(compare_floats(a, b) or compare_floats(b, c) or compare_floats(a, c)):57            return 'isosceles'5859        return 'scalene'6061    def angle_classification(self):62        """Classifica um triÃ¢ngulo por meio do Ã¢ngulo"""6364        angle = max(self.angles())65        66        if compare_floats(angle, math.pi / 2):67            return 'right'68        69        elif angle > math.pi / 2:70            return 'obtuse'71        72        elif compare_floats(angle, math.pi / 3) :73            return 'equiangular'74    75        return 'acute'7677    def is_right(self):78        """Verifica se o triÃ¢ngulo Ã© retÃ¢ngulo"""7980        return True if self.angle_classification() == 'right' else False 8182    def area(self):83        """Calcula a Ã¡rea de um triÃ¢ngulo"""8485        semi_perimeter = self.perimeter()/286        a, b, c = self.side_lengths()8788        return (semi_perimeter * (semi_perimeter - a) * (semi_perimeter - b) * (semi_perimeter - c))**0.58990    def perimeter(self):91        """Calcula o perÃmetro de um triÃ¢ngulo"""9293        ab, bc, ca = self.side_lengths()94        return ab + bc + ca9596def compare_floats(value1: float, value2: float):97    """FunÃ§Ã£o que compara 2 floats"""98
...

problem5.py

Source:problem5.py

...7def leibniz_next(previous, next_summation):8    sum = previous / 4.09    sum += (-1)**next_summation / (2*next_summation+1)10    return sum * 4.011def compare_floats(float1, float2):12    # Limit the number of digits checked13    max_digits = len(str(float1)) - 114    if len(str(float2))-1 < max_digits:15        max_digits = len(str(float2)) - 116    n = 017    pre_n = 018    temp1 = float1*(10**(n-pre_n))19    temp2 = float2*(10**(n-pre_n))20    21    # Get floats to less than 122    while temp1 > 1.0:23        pre_n += 124        temp1 = float1*(10**(n-pre_n))25    # check of first digit and place value of both numbers26    n += 127    temp1 = int(float1*(10**(n-pre_n)))28    temp2 = int(float2*(10**(n-pre_n)))29    if temp1 != temp2:30        return 031    # check consecutive digits of float 1 and 2 32    while (temp1==temp2 and n<max_digits+1):33        n+=134        temp1 = int(float1*(10**(n-pre_n)))35        temp2 = int(float2*(10**(n-pre_n)))36        37    return n - 138if __name__ == "__main__":39    print(compare_floats(123.456, 123.45))40    print(compare_floats(123.456, 123.4567))41    print(compare_floats(122.456, 123.456))42    print(compare_floats(123.456, 223.456))43    44    import math45    sig_fig_same=046    num_of_sumations=147    summation = leibniz_next(0, 0)48    while sig_fig_same < 7:49        summation = leibniz_next(summation, num_of_sumations)50        sig_fig_same_temp = compare_floats(math.pi, summation)51        if sig_fig_same_temp > sig_fig_same:52            sig_fig_same = sig_fig_same_temp53            print("num_of_summation:",num_of_sumations,"num of digits same:", sig_fig_same)54            print("Summation:",summation,"pi:",math.pi)...

float.py

Source:float.py

...4As a result, the floating-point number comparison a == b must be entered as |a â b| < EPSILON, where EPSILON represents a sufficiently small error tolerance, such as 0.000000001.5Implement the function compare_floats that uses two floating point numbers and an epsilon as a parameter and returns information on whether the numbers are same to a sufficient degree (the parameter epsilon) as a truth value.6An example of how the function operates when tested in the interactive mode of the Python interpreter:7>>> EPSILON = 0.0000000018>>> compare_floats(0.00000000000000000001, 0.0000000000000000002, EPSILON)9True10>>> compare_floats(0.0002, 0.0000002, EPSILON)11False12"""13def compare_floats(a,b,EPS):14    """start calling the float_number and compare"""15    if abs(a-b) < EPS:16        return True17    else:18        return False19if __name__ == "__compare_floats__":...

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