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lalapnt
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in the above pic, (n 0) = 1?? what topic in math is that? i never saw this in my high school math and only saw it in my uni class. i don't know how that is. can someone please help me?
(n 0)=1 is a mathematical notation used to represent the number of combinations of n objects taken 0 at a time. It is also known as the "empty set combination" and is equal to 1.
(n 0)=1 is useful in math when calculating the number of combinations of objects, especially when dealing with empty sets. It is also used in probability and statistics to calculate the number of ways an event can occur.
No, (n 0)=1 can never equal 0. This is because the number of combinations of n objects taken 0 at a time will always result in 1. This is a fundamental property of combinations.
(n 0)=1 is related to other mathematical concepts such as permutations, factorial, and binomial coefficients. It can also be used in the binomial theorem and in combinatorial identities.
No, there are other combinations that can equal 1, such as (1 1)=1. However, (n 0)=1 is the only combination where n can be any non-negative integer and still result in 1.