There is not just one set of numbers to which 6 belongs.. It is an even number and a composite number. It also belongs to each of the following:Natural (N), Counting N0, Integer Z.
Is 3.18 a whole number
It belongs to any set that has -17 amongst its members.Given that this is schoolwork, the answer teacher probably wants is: the set of integers.It also belongs to the set of rational numbers, the set of negative integers, the set of real numbers, the set of complex numbers, the set {43.2, 98, -17, pi} and an infinite number of others.It belongs to the set of complex numbers in spite of having no 'imaginary' part. Real numbers are just special cases of complex number in which the imaginary part happens to be zero. Rational numbers are special cases of real numbers. Integers are special cases of rational numbers.
To find 16.6 percent of a number, multiply the number by 0.166. In this instance, 0.166 x 168 = 27.888. Therefore, 16.6 percent of 168 is equal to 27.888.
30 belongs to the set of natural numbers
The number -4 belongs to the set of all integers. It also belongs to the rationals, reals, complex numbers.
-5 to a set number is -5
Algebraic set up. 6X + 18 = 168 subtract 18 from each side 6X = 150 X = 25 check 6(25) + 18 = 168 150 + 18 = 168 168 = 168 checks
Yes it is. Given any number you can decide whether or not it belongs to the set.
168 Dots (points?) on a Set of Dominoes
It means 'belongs to' eg. If A={1,2,3,4,5,6} then "5 belongs to A" belongs to the given set and when for number has a cross, it means that 'don't belong to' so, "8 don't belong to A".
There is not just one set of numbers to which 6 belongs.. It is an even number and a composite number. It also belongs to each of the following:Natural (N), Counting N0, Integer Z.
It belongs to any set that contains it. For example, the set {5, sqrt(0.4), pi, Richard, Japan, Purple}. It is also an irrational number, a real number.
It is a rational and real number.
Is 3.18 a whole number
Rational numbers and Real numbers
Any number that can be written as a fraction belongs to the set of rational numbers.