#     
## Overview
The **`limit_denominator`** method of the `Fractions` class is used to restrict the denominator value to a value that is less than or equal to the specified value for the given `Fraction` object. We use this method to find the rational approximations for floating-point numbers.

The method returns a new `Fraction` object with the maximum value of the denominator as the specified value.

# 
## Syntax

```python
limit_denominator(max_denominator=1000000)
```

## Parameters

- **`max_denominator`**: The maximum value of the denominator.

## Return value

A new `Fraction` object.


## Example

import fractions

float_value = -5.422

fraction_object = fractions.Fraction.from_float(float_value)

new_fraction_object = fraction_object.limit_denominator(max_denominator=1432)

print("Fraction without limit_denominator(1432) for %f - %s" % (float_value, fraction_object))
print("Fraction with limit_denominator(1432) for %f - %s" % (float_value, new_fraction_object))

# 
## Explanation

- Line 1: We import the `fractions` module.
- Line 3: A floating-point value called `float_value` is defined.
- Line 5: An instance of `Fraction` class is obtained from `float_value` using the `from_float()` method. 
>**Note:** Read more about the `from_float()` method [here](https://www.educative.io/answers/what-is-the-fractionfromfloat-method-in-python).
- Line 7: A new `Fraction` object called `new_fraction_object` is obtained where we restrict the maximum value of the denominator to `1432`.
- Lines 9–10: We print the `new_fraction_object` and `fraction_object`.

In the output, we can infer that the denominator of `new_fraction_object` is less than `1432`.

What is the Fractions.limit_denominator() method in Python?

Overview

Syntax

Parameters

Return value

Example

Explanation