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How a -0 is represented in double precision floating point number? - Answers

In double precision floating point representation, a negative zero is encoded with a sign bit of 1, an exponent of all zeros, and a fraction (or significand) of all zeros. Specifically, the sign bit indicates the negative value, while the exponent and fraction being all zeros uniquely identify it as negative zero, distinct from positive zero, which has a sign bit of 0. This representation allows for the differentiation between positive and negative zero in computations.



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How a -0 is represented in double precision floating point number? - Answers

https://math.answers.com/math-and-arithmetic/How_a_-0_is_represented_in_double_precision_floating_point_number

In double precision floating point representation, a negative zero is encoded with a sign bit of 1, an exponent of all zeros, and a fraction (or significand) of all zeros. Specifically, the sign bit indicates the negative value, while the exponent and fraction being all zeros uniquely identify it as negative zero, distinct from positive zero, which has a sign bit of 0. This representation allows for the differentiation between positive and negative zero in computations.



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https://math.answers.com/math-and-arithmetic/How_a_-0_is_represented_in_double_precision_floating_point_number

How a -0 is represented in double precision floating point number? - Answers

In double precision floating point representation, a negative zero is encoded with a sign bit of 1, an exponent of all zeros, and a fraction (or significand) of all zeros. Specifically, the sign bit indicates the negative value, while the exponent and fraction being all zeros uniquely identify it as negative zero, distinct from positive zero, which has a sign bit of 0. This representation allows for the differentiation between positive and negative zero in computations.

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      In double precision floating point representation, a negative zero is encoded with a sign bit of 1, an exponent of all zeros, and a fraction (or significand) of all zeros. Specifically, the sign bit indicates the negative value, while the exponent and fraction being all zeros uniquely identify it as negative zero, distinct from positive zero, which has a sign bit of 0. This representation allows for the differentiation between positive and negative zero in computations.
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