What is the integer value?
Answer
Verified
401.1k+ views
Hint: Integer is the terminology used to refer to the particular type of numbers which are present on the number line. As it is defined terminology so there is not any rule or concept behind it.
Complete step by step answer:
Looking forward with the question,
Integer value is the terminology used to define the particular type of numbers which are present on the number line. As we know, the numbers which are present on the number line are termed as Real numbers. Real numbers are further divided as rational numbers and irrational numbers. Now the rational number is further divided into whole numbers, natural numbers, Integers and so on. So we can say that integers are the subset or part of Real numbers. We can say it as a subset of real numbers or rational numbers.
Integers are the numbers which are whole numbers, or rational numbers which can be further simplified as a simple number, meaning which can’t be written in decimal form. For example$1,2,50,55$and so on are integers.
When two integers are added, subtracted, or multiplied, the result is also an integer. However, when one integer is divided into another, the result may be an integer or a fraction. For example, 6 divided by 3 equals 2, which is an integer, but 6 divided by 4 equals 1.5, which contains a fraction. Decimal numbers may either be rounded or truncated to produce an integer result.
Hence integers are numbers which are not decimal, or present in p/q form which can’t be further reduced to some ‘m’.
Note: As integer is the defined terminology used to call out the particular type of numbers present on the number line. As these are the subset of real numbers, hence integers are always real numbers.
Complete step by step answer:
Looking forward with the question,
Integer value is the terminology used to define the particular type of numbers which are present on the number line. As we know, the numbers which are present on the number line are termed as Real numbers. Real numbers are further divided as rational numbers and irrational numbers. Now the rational number is further divided into whole numbers, natural numbers, Integers and so on. So we can say that integers are the subset or part of Real numbers. We can say it as a subset of real numbers or rational numbers.
Integers are the numbers which are whole numbers, or rational numbers which can be further simplified as a simple number, meaning which can’t be written in decimal form. For example$1,2,50,55$and so on are integers.
When two integers are added, subtracted, or multiplied, the result is also an integer. However, when one integer is divided into another, the result may be an integer or a fraction. For example, 6 divided by 3 equals 2, which is an integer, but 6 divided by 4 equals 1.5, which contains a fraction. Decimal numbers may either be rounded or truncated to produce an integer result.
Hence integers are numbers which are not decimal, or present in p/q form which can’t be further reduced to some ‘m’.
Note: As integer is the defined terminology used to call out the particular type of numbers present on the number line. As these are the subset of real numbers, hence integers are always real numbers.
Recently Updated Pages
Out of 30 students in a class 6 like football 12 like class 7 maths CBSE
Master Class 11 Accountancy: Engaging Questions & Answers for Success
Express the following as a fraction and simplify a class 7 maths CBSE
The length and width of a rectangle are in ratio of class 7 maths CBSE
The ratio of the income to the expenditure of a family class 7 maths CBSE
How do you write 025 million in scientific notatio class 7 maths CBSE
Trending doubts
Give 10 examples for herbs , shrubs , climbers , creepers
Number of Prime between 1 to 100 is class 6 maths CBSE
How many time zones are in China class 6 social science CBSE
What are the main physical divisions of India class 6 social science CBSE
Write short notes on the island groups of India class 6 social science CBSE
Find the pairs of natural numbers whose least common class 6 maths CBSE