In mathematics, "holes" typically refer to points in a function where it is not defined, despite being defined in a neighborhood around that point. For example, a rational function may have a hole at a certain x-value if both the numerator and denominator share a common factor that causes the function to be undefined at that point. Holes are often illustrated in graphs as open circles, indicating the absence of a value at that specific coordinate. Understanding holes is essential for analyzing the behavior of functions and their continuity.
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their are a total of 39 14 have no holes at all 25 have 4 holes, 18 of wich are red but only 13 of them have 4 holes so thiers 5 red without holes that leave the other 7 with 4 holes.
math 7
Math that is in none of the catagories of math
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