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Solve the following problem using Python, implementing the functions described below, one line at a time
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Description:
 def pad_to_same_length(x, y, final_length_divisible_by=1, axis=1):
 """Pad tensors x and y on axis 1 so that they have the same length."""

  if axis not in [1, 2]:
    raise ValueError("Only axis=1 and axis=2 supported for now.")
  with tf.name_scope("pad_to_same_length", values=[x, y]):
    x_length = shape_list(x)[axis]
    y_length = shape_list(y)[axis]
    if (isinstance(x_length, int) and isinstance(y_length, int) and
        x_length == y_length and final_length_divisible_by == 1):
      return x, y
    max_length = tf.maximum(x_length, y_length)
    if final_length_divisible_by > 1:
      # Find the nearest larger-or-equal integer divisible by given number.
      max_length += final_length_divisible_by - 1
      max_length //= final_length_divisible_by
      max_length *= final_length_divisible_by
    length_diff1 = max_length - x_length
    length_diff2 = max_length - y_length

    def padding_list(length_diff, arg):
      if axis == 1:
        return [[[0, 0], [0, length_diff]],
                tf.zeros([tf.rank(arg) - 2, 2], dtype=tf.int32)]
      return [[[0, 0], [0, 0], [0, length_diff]],
              tf.zeros([tf.rank(arg) - 3, 2], dtype=tf.int32)]

    paddings1 = tf.concat(padding_list(length_diff1, x), axis=0)
    paddings2 = tf.concat(padding_list(length_diff2, y), axis=0)
    res_x = tf.pad(x, paddings1)
    res_y = tf.pad(y, paddings2)
    # Static shapes are the same except for axis=1.
    x_shape = x.shape.as_list()
    x_shape[axis] = None
    res_x.set_shape(x_shape)
    y_shape = y.shape.as_list()
    y_shape[axis] = None
    res_y.set_shape(y_shape)
    return res_x, res_y