Which number from the set {1.325,1 - 8/21} is classified as an integer
The number 1 from the set {1.325, 1 - 8/21} is classified as an integer.
In the given set {1.325, 1 - 8/21}, the number 1 - 8/21 is classified as an integer. To verify, we need to determine if 1 - 8/21 is a whole number with no fractional or decimal part.
To do this, let's simplify the expression 1 - 8/21:
1 - 8/21 = 21/21 - 8/21
Combining the fractions, we have:
(21 - 8) / 21 = 13 / 21
Since 13/21 is not a whole number, the number 1 - 8/21 is not classified as an integer.
To determine which number from the set {1.325, 1 - 8/21} is classified as an integer, let's first understand what an integer is.
An integer is a whole number that can be either positive, negative, or zero. It does not contain any fractions or decimals.
Now, let's analyze the given set of numbers:
1.325 - This number is not an integer since it contains a decimal point and fractional part.
1 - 8/21 - This number can be simplified to (21/21) - (8/21) = 13/21. Since this number is a fraction and not a whole number, it is not an integer.
Therefore, from the given set, there is no number classified as an integer.