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In the set of real numbers, there is no negative zero This may not come as a shock to you, but what is odd is the apparent fact that positive zero is equal to negative zero. However, can you please verify if and why this is so

There's no such thing as precisely zero degrees In computer programming, there exists a positive and negative zero It's very unlikely that the number will be precisely $0$, but it can be close to $0$

For example function 1/x has a value infinity in 0, however, it is separated if we are approaching 0 from the positive of negative side

89 i'm confused about why we care about different representations for positive and negative zero I vaguely recall reading claims that having a negative zero representation is extremely important in programming that involves complex numbers. A reasonable place to start is to search strictly positive or strictly negative in your favorite academic search engine Those terms are used when there must be no ambiguity in whether or not a set of positive or negative numbers includes zero

I'd like criticisms of that search technique or other search suggestions if anyone has any! Is there an arithmetic operation i could do for example in c which result in a negative zero floating point value? If you divide a positive number by 0.0, you get positive infinity Thanks to signed zero, x will be negative, so log can return a nan

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