# Python - How To Convert Floating-Point Number to an Integer in Python

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Converting a floating number to an integer in Python is relatively easy thanks to the in-built functions and libraries. When converting a floating number to an integer, we have two possibilities. Though it is easy to write a function ourselves to do this task, we will only talk about how to use the in-built functions and libraries in this article.

Suppose we have a number, say `1.52`. If we wish to convert this number to an integer, we can either go with `2` or `1`. The former is the ceiling value, and the latter is the floor value. Since there are several functions to do this task, they all carry out the above task differently and return different values. So choose the function accordingly based on your use case.

## Convert Floating-Point Number to Integer Using `int()` Function in Python

``number = 25.49 print(int(number)) ``

Output:

``25 ``

The `int()` function accepts an argument representing a number and converts it to an integer. This argument can be a string, a float value, or an integer itself. The function considers the integer value or part before the decimal in the number and returns it.

But `int()` acts a bit differently when a number of the form `integer.9999999999999999` is passed as an argument. When there are more than or equal to sixteen `9` digits after the decimal, the function returns `integer + 1` in case of a positive value and `integer - 1` in case of a negative value as an answer.

Refer to the following code snippet for a better understanding of the concept.

``print(int(1.5)) print(int(1.51)) print(int(1.49)) print(int(-1.5)) print(int(-1.51)) print(int(-1.49)) print(int(1.9999999999999999)) print(int(-1.9999999999999999)) ``

Output:

``0 1 1 1 1 -1 -1 -1 2 -2 ``

## Convert Floating-Point Number to Integer Using `math` Module in Python

We can achieve the same task by using an in-built Python library, `math`. This library has all sorts of mathematical functions required for mathematical calculations.

We’ll talk about only three mathematical functions from the `math` library.

As the name suggests, the `trunc()` function truncates or cuts or removes the decimal part of the number passed as an argument and only considers the integer part. It behaves exactly the same as the in-built `int()` function and behaves differently for the exception we talked about above.

``import math  print(math.trunc(0)) print(math.trunc(1)) print(math.trunc(1.5)) print(math.trunc(1.51)) print(math.trunc(1.49)) print(math.trunc(-1.5)) print(math.trunc(-1.51)) print(math.trunc(-1.49)) print(math.trunc(1.9999999999999999)) print(math.trunc(-1.9999999999999999)) ``

Output:

``0 1 1 1 1 -1 -1 -1 2 -2 ``

Refer to the official documents to learn more about the function,

Next, we have the `ceil()` function. This function returns the ceiling value of the number or the smallest integer greater than or equal to the number passed as an argument.

``import math  print(math.ceil(0)) print(math.ceil(1)) print(math.ceil(1.5)) print(math.ceil(1.51)) print(math.ceil(1.49)) print(math.ceil(-1.5)) print(math.ceil(-1.51)) print(math.ceil(-1.49)) print(math.ceil(1.9999999999999999)) print(math.ceil(-1.9999999999999999)) ``

Output:

``0 1 2 2 2 -1 -1 -1 2 -2 ``

Refer to the official documents to learn more about the function,

Lastly, we have the `floor()` function. This function returns the floor value of the number or the largest integer that is less than or equal to the number passed as an argument.

``import math  print(math.floor(0)) print(math.floor(1)) print(math.floor(1.5)) print(math.floor(1.51)) print(math.floor(1.49)) print(math.floor(-1.5)) print(math.floor(-1.51)) print(math.floor(-1.49)) print(math.floor(1.9999999999999999)) print(math.floor(-1.9999999999999999)) ``

Output:

``0 1 1 1 1 -2 -2 -2 2 -2 ``

Refer to the official documents to learn more about the function,