Create an add method for the BST (Binary Search Tree) class.
add(self, new_value: object) -> None:...
Create an add method for the BST (Binary Search Tree) class.
add(self, new_value: object) -> None:
"""This method adds new value to the tree, maintaining BST
property. Duplicates must be allowed and placed in the right
subtree."""
Example #1: tree = BST()
print(tree) tree.add(10)
tree.add(15)
tree.add(5)
print(tree)
tree.add(15)
tree.add(15)
print(tree)
tree.add(5)
print(tree)
Output:
TREE in order { }
TREE in order { 5, 10, 15 }
TREE in order { 5, 10, 15, 15, 15 }
TREE in order {...
def count_evens(values: List[List[int]]) -> List[int]:
"""Return a list of counts of even numbers in each of...
def count_evens(values: List[List[int]]) -> List[int]:
"""Return a list of counts of even numbers in each of the inner
lists
of values.
>>> count_evens([[10, 20, 30]])
[3]
>>> count_evens([[1, 2], [3], [4, 5, 6]])
[1, 0, 2]
"""
def count_evens(values: List[List[int]]) -> List[int]:
"""Return a list of counts of even numbers in each of...
def count_evens(values: List[List[int]]) -> List[int]:
"""Return a list of counts of even numbers in each of the inner
lists
of values.
>>> count_evens([[10, 20, 30]])
[3]
>>> count_evens([[1, 2], [3], [4, 5, 6]])
[1, 0, 2]
"""
from typing import List
def longest_chain(submatrix: List[int]) -> int:
"""
Given a list of integers, return...
from typing import List
def longest_chain(submatrix: List[int]) -> int:
"""
Given a list of integers, return the length of the longest chain of
1's
that start from the beginning.
You MUST use a while loop for this! We will check.
>>> longest_chain([1, 1, 0])
2
>>> longest_chain([0, 1, 1])
0
>>> longest_chain([1, 0, 1])
1
"""
i = 0
a = []
while i < len(submatrix) and submatrix[i] != 0:
a.append(submatrix[i])
i += 1
return sum(a)
def largest_rectangle_at_position(matrix: List[List[int]], x:...
def max_length(obj: Union[int, List]) -> int:
"""Return the maximum length of any list in nested list...
def max_length(obj: Union[int, List]) -> int:
"""Return the maximum length of any list in nested list
<obj>.
The *maximum length* of a nested list is defined as:
1. 0, if <obj> is a number.
2. The maximum of len(obj) and the lengths of the nested lists
contained
in <obj>, if <obj> is a list.
>>> max_length(17)
0
>>> max_length([1, 2, [1, 2], 4])
4
>>> max_length([1, 2, [1, 2, [3], 4, 5], 4])
5
"""
pass
convert code from python to cpp
L =
[2,7,4,19,45,16,9,13,8,69,55,11,23,98,14,5,1,3]
#Merging function
def merge(M,N):
merging_list = []...
convert code from python to cpp
L =
[2,7,4,19,45,16,9,13,8,69,55,11,23,98,14,5,1,3]
#Merging function
def merge(M,N):
merging_list = [] //create empty
list to merge the lists M and N
if not M:
//if M is empty list,
m = 0
//set m = 0
else:
m = len(M)
//otherwise, set m = len(M)
if not N:
//if N is empty list,
n = 0 ...
"""Prep 7 Synthesize
=== CSC148 Fall 2020 ===
Department of Mathematical and Computational Sciences,
University of...
"""Prep 7 Synthesize
=== CSC148 Fall 2020 ===
Department of Mathematical and Computational Sciences,
University of Toronto Mississauga
=== Module Description ===
Your task in this prep is to implement each of the unimplemented Tree methods
in this file.
The starter code has a recursive template that includes the "size-one" case;
you may or may not choose to use this in your final implementations.
"""
from __future__ import annotations
from typing import Any, List, Optional
class Tree:
"""A recursive tree...
# Parts to be completed are marked with '<<<<<
COMPLETE'
import random
N = 8
MAXSTEPS...
# Parts to be completed are marked with '<<<<<
COMPLETE'
import random
N = 8
MAXSTEPS = 5000
# generates a random n-queens board
# representation: a list of length n the value at index i is
# row that contains the ith queen;
# exampe for 4-queens: [0,2,0,3] means that the queen in column 0
is
# sitting in row 0, the queen in colum 1 is in row, the queen in
column 2
# is in row 0,...
Program will allow anywhere between 1 and 6 players (inclusive).
Here is what your output will...
Program will allow anywhere between 1 and 6 players (inclusive).
Here is what your output will look like:
Enter number of players: 2
Player 1: 7S 5D - 12 points
Player 2: 4H JC - 14 points
Dealer: 10D
Player 1, do you want to hit? [y / n]: y
Player 1: 7S 5D 8H - 20 points
Player 1, do you want to hit? [y / n]: n
Player 2, do you want to hit? [y / n]: y...