Page 9 - Buku Siap OSN Matematika SMP 2015(1)
P. 9
NOTATIONS
the set of positive integers (natural numbers)
0 the set of non-negative integers
the set of integers
the set of positive integers
the set of rational numbers
the set of positive rational numbers
0 the set of non-negative rational numbers
the set of real numbers
m, n the lowest common multiple of the integers m dan n
(m, n) the greatest common devisor of the integers m dan n
a b a devides b
x absolute value of x
x
the greatest integer not greather than x
x
the least integer not less than x
{x} the decimal part of x, i.e. {x} = x – x
a b (mod c) a is congruent to b modulo c
n
the binomial coefficient n choose k
k
n! n factorial, equal to the product 1 2 3 n
,a b the closed interval, i.e. all x such that a x b
(a,b) the open interval, i.e. all x such that a < x < b
iff, if and only if
implies
A B A is a subset of B
A B the set formed by all the elements in A but not in B
A B the union of the sets A dan B
A B the intersection of the sets A dan B
a A the element a belongs to the set A
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