what is meant by real numbers ?
Anonymous:
hii
Answers
Answered by
6
Real Numbers :- The numbers which are either rational or irrational are called as real Numbers.
Rational Numbers :- The numbers which can be expressed in p/q form (where q ≠ 0) and has a terminating or non terminating but recurring decimal expression are called as rational number.
Example :- 1, 2, 0.875, 0.888888.....
Irrational number :- Numbers which cannot be expressed in p/q form and has a non terminating non recurring decimal expression are irrationals. All imperfect roots are irrational.
Example:- 0.8765338047103......, √2, √3
So real numbers are the group of rational and irrational number.
Hope it helps dear friend ☺️✌️
Rational Numbers :- The numbers which can be expressed in p/q form (where q ≠ 0) and has a terminating or non terminating but recurring decimal expression are called as rational number.
Example :- 1, 2, 0.875, 0.888888.....
Irrational number :- Numbers which cannot be expressed in p/q form and has a non terminating non recurring decimal expression are irrationals. All imperfect roots are irrational.
Example:- 0.8765338047103......, √2, √3
So real numbers are the group of rational and irrational number.
Hope it helps dear friend ☺️✌️
Answered by
7
The numericals starting from the infinity of the negative numericals and extending to the infinity of positive numericals inclusive of 0 as well are called real numbers.
They contain all the possible numbers i.e The positives, the negatives, the rational numericals, the irrational numericals, the whole numbers, the odds, the evens and includes 0 (zero) all are REAL NUMBRES.
Hope it helps ya'!!
They contain all the possible numbers i.e The positives, the negatives, the rational numericals, the irrational numericals, the whole numbers, the odds, the evens and includes 0 (zero) all are REAL NUMBRES.
Hope it helps ya'!!
Similar questions