Question

What subset does 47 belong too? Please halpp I suck at this.

Answer 1

\(47\) is a prime number firstly..
Also \(47\) is an odd number too.

Answer 2

But the only choices are:

A.)Rational numbers
B.)Irrational numbers
C.)Whole numbers,integers, rational numbers
D.) whole numbers,natural numbers

Answer 3

Oh, it is not fair, when you had options, then you should have written those..

Answer 4

See, Natural numbers are, which you use for counting something, like 1, 2, 3 4 ...... It does not include 0, please note that..

Whole Numbers are just same as Natural numbers, but they include 0 too..

Integers are whole numbers only, but you can take -ve values too here. like -3, -2, -1, 0, 1, 2, 3 etc..

Answer 5

Rational Numbers are like which can be written in p/q form where p and q are integers..

And Irrational numbers are which can't be written in p/q form like \(\sqrt{2}\)..

Answer 6

If you read all this definitions carefully, you find that C fits the bill..

And it is rational because it can be written like 47/1 (p/q) form where 47 and 1 both are integers..