what do N, Z, and Q mean in math?
because i think that N is numbers over 0, but not decimals. So like 1 2 896 45, right?
okay, so all numbers above 0? including deciamals?
\[\mathbb{N} \mathbb{R} \mathbb{Q}\]
Natural number only include number from 1to countable number
those are just sets of numbers. \[\mathbb{N}\text{ only includes numbers ranging from 1,2,3,4,...,; only the positive integers}\]
i know natural numbers dosn't include decimals. but do z intergers?
and then what are rational numbesr. all numbers, including negative?
Z stands for Zahlen
I think Z includes the integers, which include 0 and the negative integers along with the postive integers.
No integers doesn't include decimals
rationals include decimals, and reals include the irrational decimals :-D
Z= positive and negative numers, but no decimals N= 1 to wherever, but no decimals, and no negatives Q = all numbers, negatives, decimals, etc.
is that right?
q doesn't include irrational
Q doesn't include irrational numbers like pi and sqrt(2)
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