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` ` ` class resample: def resize ( self , image, fx = None, fy = None, interpolation = None ) :

```class resample: def resize(self, image, fx=None, fy=None, interpolation=None): """calls the appropriate funciton to resample an image based on the interpolation method image: the image to be resampled fx: scale along x direction (eg.0.5,1.5,2.5) fx: scale along y direction (eg.0.5,1.5,2.5) interpolation: method used for interpolation ('either bilinear or nearest_neighbor) returns a resized image based on the interpolation method """ if interpolation == 'bilinear': return self.bilinear_interpolation(image, float(fx), float(fy)) elif interpolation == 'nearest_neighbor': return self.nearest_neighbor(image, float(fx), float(fy)) def nearest_neighbor(self, image, fx, fy): """resizes an image using nearest neighbor approximation for resampling image: the image to be resampled fx: scale along x direction (eg.0.5,1.5,2.5) fx: scale along y direction (eg.0.5,1.5,2.5) returns a resized image based on the nearest neighbor interpolation method """ # Write your code for resampling using nearest neighbor interpolation here return def bilinear_interpolation(self, image, fx, fy): """resizes an image using bilinear interpolation approximation for resampling image: the image to be resampled fx: scale along x direction (eg.0.5,1.5,2.5) fx: scale along y direction (eg.0.5,1.5,2.5) returns a resized image based on the bilinear interpolation method ```Note: Do not write the code to perform interpolation between points in this file. There is a file named interpolation.py, and two function definitions are provided linear_interpolation: Write your code to perform linear interpolation between two in this function bilinear_interpolation: Write your code to perform bilinear interpolation using four points in this functions. As bilinear interpolation essentially does linear interpolation three times, you could simply call the linear_interpolation function three times, with the correct parameters. """ # Write your code for resampling using bilinear interpolation here return```

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