Math, asked by yegdvsnslsoshn, 1 year ago

Explain type of numbers in 1-2 lines

Answers

Answered by GhaintKudi45
5
NICE TO MEET YOU!!

HERE IS YOUR ANSWER...

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Rational Number- Numbers that can be written in the form of p/q where p and q are integers and q is not equal to 0 .EG : 3/6

Irrational Numbers- Numbers which can't be written as p/q and q may be 0 .EG : -5/0

Fractional Numbers- Part of a whole is called fraction. They consist of numerator and denominator. .EG : 4/7

Decimals- Numbers are used when we have to denote any portion with a whole number .EG : 6.856

Whole numbers- numbers starting from 0 and ending to infinity.

Natural Numbers- numbers starting from 1 and ending to infinity.

Integers- All Numbers including positive and negative Numbers. .EG : -4,8,73,-377

Real numbers- It is a quantity that can be expressed as an infinite decimal expansion.The real numbers include the positive and negative integers and fractions (or rational numbers) and also the irrational numbers. EG: -5, ✓2 etc..

Complex Numbers -A complex number is a quantity of the form v + iw, where  v and w are real numbers, and irepresents the unit imaginary numbers equal to the positive square root of -1. EG: 2+3i

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HOPE HELPED:)

Swarup1998: Great answer! :)
GhaintKudi45: thanks.. aakhir pasand aa hi gaya
Answered by Anonymous
5
Holla ^_^


☸ Types of Numbers ⬇⬇⬇⬇

Natural Numbers :' These are those numbers which are greater than Zero. i.e, 1,2,3,......... infinity.

Intergers :- Integers are the whole numbers both negative as well as postive , including Zero. eg- -2,-1,0,1,2,3.........so on.

Rational Numbers :- These are those numbers which are written in the fraction form where both the numerator nd denominator are integers. (p is not equal to q) . eg - 1/3 , 23/7 etc.

Irrational Numbers :- These are the numbers which can't be written in the form of fraction. eg- π. √5 etc.

Prime Numbers :- Those numbers are greater than 1 nd only divisible by itself and 1. eg- 2,3,5,7 etc.

Real numbers :- Real numbers are the those numbers which came across all the rational irrational numbers means that there must be a real value.


Vielen Dank ♥

Swarup1998: Great answer! :)
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