Integer
noun
It is a whole number that can be positive the negative whole numbers, including zero.
Negative five is an example of an integer.
Often appears as...
- positive integer
- negative integer
Usage tips
Academic
noun
In computing, it refers to a kind of data type that holds whole numbers and does not have a fractional component.
In Python, age is often defined as an integer data type because age is typically a whole number.
Often appears as...
- integer data type
- 32-bit integer
Usage tips
Technical
noun
It is a whole number that can be positive the negative whole numbers, including zero.
Negative five is an example of an integer.
Often appears as...
- positive integer
- negative integer
Usage tips
Academic
noun
In computing, it refers to a kind of data type that holds whole numbers and does not have a fractional component.
In Python, age is often defined as an integer data type because age is typically a whole number.
Often appears as...
- integer data type
- 32-bit integer
Usage tips
Technical
Definition 1 of 2
Pro Tip 1/3Not Fractions
Integers don't include fractions or decimal points, they're always whole numbers.
Numbers like 2.5 or 7/8 are not considered integers.
Pro Tip 2/3Zero Inclusive
Remember that zero is an integer too, neither positive nor negative.
Don't forget to include 0 when listing integers.
Pro Tip 3/3No In-Betweens
Integers are not 'between' numbers; they are exact values with no in-betweens.
The numbers 3 and 4 are integers, but there's nothing 'integer-ish' about 3.5.
Pro Tip 1/3Not Fractions
Integers don't include fractions or decimal points, they're always whole numbers.
Numbers like 2.5 or 7/8 are not considered integers.
Pro Tip 2/3Zero Inclusive
Remember that zero is an integer too, neither positive nor negative.
Don't forget to include 0 when listing integers.
Pro Tip 3/3No In-Betweens
Integers are not 'between' numbers; they are exact values with no in-betweens.
The numbers 3 and 4 are integers, but there's nothing 'integer-ish' about 3.5.
Pro Tip 1/3Not Fractions
Integers don't include fractions or decimal points, they're always whole numbers.
Numbers like 2.5 or 7/8 are not considered integers.
Pro Tip 2/3Zero Inclusive
Remember that zero is an integer too, neither positive nor negative.
Don't forget to include 0 when listing integers.
Pro Tip 3/3No In-Betweens
Integers are not 'between' numbers; they are exact values with no in-betweens.
The numbers 3 and 4 are integers, but there's nothing 'integer-ish' about 3.5.
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Video examples
Group theory 101: How to...
That question doesn't make a lot of sense at first, but an abstract mathematical field called group theory holds the answer, if you'll bear with me. In math, a group is a particular collection of elements. That might be a set of integers, the face of a Rubik's Cube, or anything,
Video examples
Can you solve the...
This means that when you add them together, you’ll always get an exact multiple of 5. And when you add rolls that are multiples of 5, the result will also be a multiple of 5. These sorts of relationships between integers are studied in a branch of math called number theory.
Video examples
Making sense of...
the diagonal length would be square root of two, but try as he might, Hippasus could not express this as a ratio of two integers. And instead of giving up, he decided to prove it couldn't be done. Hippasus began by assuming that the Pythagorean worldview was true,
Video examples
In the war for...
then there's no calculator on earth that can do this. In fact, even the world's fastest supercomputer would take longer than the life age of the universe to find the two numbers that multiply to give this one. And this problem, called "integer factorization,"
Video examples
Can you solve the...
the total quantity of non-zero digits that occur after the first digit is equal to the sum of these digits, minus one. And how can you get a distribution where the sum is exactly 1 greater than the number of non-zero positive integers being added together?
Video examples
Can you solve the rogue...
I chose a set of distinct positive integers with at least two elements, each less than 7, and told their sum to you, A, and their product to you, B.” After a moment of awkward silence, A says to B, “I don’t know whether you know my number.”
Video examples
How many ways can you...
until we reach one. This is an exciting discovery. So exciting that mathematicians have chosen to symbolize this kind of calculation, known as a factorial, with an exclamation mark. As a general rule, the factorial of any positive integer
Video examples
How high can you count...
otherwise known as binary. In binary, each position has double the value of the previous one, so we can assign our fingers values of one, two, four, eight, all the way up to 512. And any positive integer, up to a certain limit,
Video examples
Fasnacht PIPE National...
people come it's always fun watching integers checking it out looking at all the masks I think pause locked is fairly important to the economic success of the talents
Video examples
The mathematical secrets...
There are also geometric applications. Look at the diagonals. The first two aren't very all ones, and then the positive integers, also known as natural numbers.
Video examples
Group theory 101: How to...
That question doesn't make a lot of sense at first, but an abstract mathematical field called group theory holds the answer, if you'll bear with me. In math, a group is a particular collection of elements. That might be a set of integers, the face of a Rubik's Cube, or anything,
Video examples
Can you solve the...
This means that when you add them together, you’ll always get an exact multiple of 5. And when you add rolls that are multiples of 5, the result will also be a multiple of 5. These sorts of relationships between integers are studied in a branch of math called number theory.
Video examples
Making sense of...
the diagonal length would be square root of two, but try as he might, Hippasus could not express this as a ratio of two integers. And instead of giving up, he decided to prove it couldn't be done. Hippasus began by assuming that the Pythagorean worldview was true,
Video examples
In the war for...
then there's no calculator on earth that can do this. In fact, even the world's fastest supercomputer would take longer than the life age of the universe to find the two numbers that multiply to give this one. And this problem, called "integer factorization,"
Video examples
Can you solve the...
the total quantity of non-zero digits that occur after the first digit is equal to the sum of these digits, minus one. And how can you get a distribution where the sum is exactly 1 greater than the number of non-zero positive integers being added together?
Video examples
Can you solve the rogue...
I chose a set of distinct positive integers with at least two elements, each less than 7, and told their sum to you, A, and their product to you, B.” After a moment of awkward silence, A says to B, “I don’t know whether you know my number.”
Video examples
How many ways can you...
until we reach one. This is an exciting discovery. So exciting that mathematicians have chosen to symbolize this kind of calculation, known as a factorial, with an exclamation mark. As a general rule, the factorial of any positive integer
Video examples
How high can you count...
otherwise known as binary. In binary, each position has double the value of the previous one, so we can assign our fingers values of one, two, four, eight, all the way up to 512. And any positive integer, up to a certain limit,
Video examples
Fasnacht PIPE National...
people come it's always fun watching integers checking it out looking at all the masks I think pause locked is fairly important to the economic success of the talents
Video examples
The mathematical secrets...
There are also geometric applications. Look at the diagonals. The first two aren't very all ones, and then the positive integers, also known as natural numbers.
Example 1 of 10
Quote examples
Jonathan Miles
Anyone who's ever read the lyrics of an already cherished song has most likely encountered that hollow sensation of something missing, the absence of certain emotional integers. It can be like viewing a loved one's X-rays.
Quote examples
John Wesley Powell
American Explorer
The integers of language are sentences, and their organs are the parts of speech. Linguistic organization, then, consists in the differentiation of the parts of speech and the integration of the sentence.
Quote examples
Gregory Bateson
British Scientist
Numbers are the product of counting. Quantities are the product of measurement. This means that numbers can conceivably be accurate because there is a discontinuity between each integer and the next.
Quote examples
Leopold Kronecker
German Mathematician
God made the integers; all else is the work of man.
Quote examples
Leopold Kronecker
German Mathematician
God made integers, all else is the work of man.
Quote examples
Jonathan Miles
Anyone who's ever read the lyrics of an already cherished song has most likely encountered that hollow sensation of something missing, the absence of certain emotional integers. It can be like viewing a loved one's X-rays.
Quote examples
John Wesley Powell
American Explorer
The integers of language are sentences, and their organs are the parts of speech. Linguistic organization, then, consists in the differentiation of the parts of speech and the integration of the sentence.
Quote examples
Gregory Bateson
British Scientist
Numbers are the product of counting. Quantities are the product of measurement. This means that numbers can conceivably be accurate because there is a discontinuity between each integer and the next.
Quote examples
Leopold Kronecker
German Mathematician
God made the integers; all else is the work of man.
Quote examples
Leopold Kronecker
German Mathematician
God made integers, all else is the work of man.
Example 1 of 5
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