Examples of using Integers in English and their translations into Thai
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Colloquial
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Ecclesiastic
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Ecclesiastic
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Computer
Let's think about integers.
So that's the integers, right over here.
It is a subset of integers.
How to filter only integers(whole numbers) or decimal numbers in Excel?
Our universe is the set of integers.
Takes input as a list of integers 1 and 0 with the most significant bit first.
And sometimes it means all integers.
Integers are-- you know, you could go arbitrarily negative and then negative 3, negative 2, negative 1, 0, 1, 2, 3.
I will write captial U is the set of integers.
Let t1 and t2 be distinct integers that represent two times written in YYYYMMDD formatting.
Express your answer as a ratio of 2 integers.
RR(red), GG(green) and BB(blue) are hexadecimal integers between 00 and FF specifying the intensity of the color.
And then the whole numbers is a subset of the integers.
We already see that our universe definitely contains some integers, it contains colors, it contains some stars.
It obviously doesn't include the numbers in between the integers.
Here is an example that demonstrates that strings, integers, characters, boolean values, and functions are all objects just like every other object.
That means a member, a member of a set. x is also a member of integers.
I'm obviously not drawing it to scale the set of all integers is infinite while the set C is a finite set but just to draw it, that is our set C right there.
So it's a member of the natural numbers, whole numbers, and the integers.
One, the R is already taken up and Q for quotient, a rational number can be expressed as a quotient of integers and we just saw the Z for zol or integers, the set of all integers.
So we know that x is also an integer. x is also a member of integers.
This is a little bit on the side, but the notation for the set of integers tends a bold Z.
Smallest sum(and largest difference) of two 3-digit integers.
These are numbers that cannot be expressed in this form, where p and q are integers.
So this right over here is a ratio, but we haven't expressed it as a ratio of 2 integers.
So we now have express our ratio or we have now expressed our answer as a ratio of 2 integers.
So from their point of view, when they refer to whole numbers, they're referring to non-negative integers.
Or you could just keep going, 32 over 4,you can express it as a bunch of p's over q's, where both the p and q are integers.
With integer coefficients and if that is true, of three univariate polynomials.
Of three univariate polynomials with integer coefficients and if that is true.