![gerer grodpugu def slice_list(1st: List(Any) ni int) -> List[List[Any]]: Return a list containing slices of <st> in order. Ea](http://img.homeworklib.com/questions/4fef8ba0-461d-11eb-8645-b9cc509cd250.png?x-oss-process=image/resize,w_560)
this is the function and here's what I did for this
function but there is an error showing saying nonetype does not
have type len() because math.ceil function (we cannot import any
math..) for this function in python, if you could help me with this
code.
thanks
Here is the completed code for this problem. Comments are included, go through it, learn how things work and let me know if you have any doubts or if you need anything to change. If you are satisfied with the solution, please rate the answer. Thanks
Note: Please maintain proper code spacing (indentation), just copy the code part and paste it in your compiler/IDE directly, no modifications required.
#code
from typing import Any,List
def slice_list(lst: List[Any], n:int)->List[List[Any]]:
'''
Return a list containing slices of <lst> in order.
>>> slice_list(['a',1,6.0,False],3)==[['a', 1, 6.0], [False]]
True
>>> slice_list([3,4,6,2,3],2)==[[3,4],[6,2],[3]]
True
'''
#if lst is None of n is invalid, returning None
if lst is None or n<=0:
return None
#creating a list to store the results
group=[]
#starting with index=0
index=0
#looping as long as index+n is a valid index
while (index+n)<len(lst):
#fetching sublist between indices index and index+n-1 and appending to group
group.append(lst[index:index+n])
#advancing index by n
index+=n
#if index is still a valid index, adding rest of the elements between index and end of lst to group
if index<len(lst):
group.append(lst[index:])
#returning the list of slices
return group
this is the function and here's what I did for this function but there is an...
def slice_list(lst: List[Any], n: int) -> List[List[Any]]: """ Return a list containing slices of <lst> in order. Each slice is a list of size <n> containing the next <n> elements in <lst>. The last slice may contain fewer than <n> elements in order to make sure that the returned list contains all elements in <lst>. === Precondition === n <= len(lst) >>> slice_list([3, 4, 6, 2, 3], 2) == [[3, 4], [6, 2], [3]] True >>> slice_list(['a', 1, 6.0, False],...
from __future__ import annotations import random from typing import TYPE_CHECKING, List, Any from course import sort_students if TYPE_CHECKING: from survey import Survey from course import Course, Student def slice_list(lst: List[Any], n: int) -> List[List[Any]]: """ Return a list containing slices of <lst> in order. Each slice is a list of size <n> containing the next <n> elements in <lst>. The last slice may contain fewer than <n> elements in order to make sure that the returned list contains all elements...
Python recursive function:
Given an ordered list L. A permutation of L is a rearrangement of its elements in some order. For example (1,3, 2) and (3, 2, 1) are two different permutations of L=(1,2,3). Implement the following function: def permutations (lst, low, high) The function is given a list 1st of integers, and two indices: low and high (lows high), which indicate the range of indices that need to be considered The function should return a list containing all...
BlockPy: #33.8) Maximum Odd Use the Min/Max pattern to write a function maximum_odd that finds the highest odd value in the list (consumes a list of numbers and returns a number). Use the provided helper function is_odd (that consumes a single number and returns a boolean indicating whether it is true or false). Do not change the helper function is odd. Call your maximum_odd function on your favorite list of numbers Console Feedback: Instructor Feedback You cannot use the builtin...
this is part of my code im not sure how to do last 2 function. i think above last 2 functions need for making function please help me how to do it. #include <stdio.h> #include <stdlib.h> #include <stdbool.h> #include "list.h" typedef struct node { ElemType val; struct node *next; } NODE; struct list_struct { NODE *front; NODE *back; }; int lst_remove_first(LIST *l, ElemType x) { NODE *p; NODE *tmp; if(l->front == NULL) return 0; if(l->front->val == x) { lst_pop_front(l);...
PYTHON 3: An n x n matrix forms a magic square if the following conditions are met: 1. The elements of the matrix are numbers 1,2,3, ..., n2 2. The sum of the elements in each row, in each column and in the two diagonals is the same value. Question: Complete the function that tets if the given matrix m forms a magic square. def is_square(m): '''2d-list => bool Return True if m is a square matrix, otherwise return False...
Write a recursive function called abb pattern with a single parameter astr, which is a string. The function returns True if astr is a string of the form a nb 2n (n a-s followed by 2n b-s, where n is a positive integer) and False otherwise. For example, abb pattern("abb"), abb pattern("aabbbb"), and abb pattern("aaaabbbbbbbb") all return True, but abb pattern("") (parameter is an empty string), abb pattern("abbabb"), and abb pattern("aaabbbbb") all return False. you may not use any built-in...
I need the following merge-sort assignment completed using the "ArrayList<Comparable>" (the part I'm really stuck on) with comments: import java.util.ArrayList; public class Mergesort { /** * Sorts list given using the mergesort algorithm * @param list the list to be sorted * @param first the index of the first element of the list to be sorted * @param last the index of the last element of the list to be sorted */ public static void mergesort(ArrayList<Comparable> list, int first, int...
Write a program (a3.py) that has 3 function definitions: magic-sequential(), magic-binary(), and main(). You will write the code for the above functions. Both magic functions (magic-sequential() and magic-binary()) will look for a magic index in a given sorted list of distinct integers. A magic index in a list myList[0 ... n-1] is defined to be an index i such that myList[i] = i . Both functions receive the list as a parameter and return an integer: either the magic index,...
C++
The Function's Specification You will be writing a function with this specification: void quicksort void* base size t n, size t bytes, int compar (const void* const void*) Precondition base is a pointer to the first component of an array with at least n elements The component type of the array may be any type at all, and the parameter bytes must be the number of bytes in each component of the array. The fourth parameter compar, must be...