Question

List all numbers from the given set that​ are: a. Natural​ numbers, b. Whole​ numbers, c.​ integers, d. Rational​ numbers, e. Irrational​ numbers, f. Real numbers.

Answer 1

Answer:

The given question is incomplete.

The set of numbers should be : -11, -5/6, 0, 0.75, $\sqrt5$, $\pi$, $\sqrt{64}$,

Step-by-step explanation:

a). Natural numbers : Natural numbers starts form 1  up to positive infinity. They are non negative integers.

The numbers are : $\sqrt{64}$

b). Whole numbers : Whole numbers are numbers which starts from 0 to positive infinity.

The numbers are : 0, $\sqrt{64}$

c). Integers : Integers are both positive and negative numbers including 0. But they are not fractional numbers.

The numbers are : -11, 0, $\sqrt{64}$

d). Rational numbers : The rational numbers are the whole numbers or may be fractions which are represented by divisions of any two integers, in the form of m/n.

The numbers are : -11, -5/6, 0, 0.75, $\sqrt{64}$

e). Irrational numbers: Irrational numbers are those numbers numbers which cannot be written in a fraction form. They are not rational numbers

The numbers are : $\sqrt5, \pi$

f). Real numbers : Real numbers are those numbers which do not have any imaginary component in it.

The numbers are : -11, -5/6, 0, 0.75, $\sqrt5$, $\pi$, $\sqrt{64}$,