Un experimento consiste en lanzar dos dados justos de seis caras .pdf

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amazingkidstoys

Un experimento consiste en lanzar dos dados justos de seis caras y observar la cara superior: Cul es la probabilidad de que el valor absoluto de la diferencia de los dados sea 3? Cul es la probabilidad de que el valor absoluto de la diferencia de los dados sea 3 dado que el evento N={La suma de los dados es menor o igual que 3}? Un experimento consiste en lanzar dos dados justos de seis caras y observar la cara superior: Cul es la probabilidad de que el valor absoluto de la diferencia de los dados sea 3? Cul es la probabilidad de que el valor absoluto de la diferencia de los dados sea 3 dado que el evento N={La suma de los dados es menor o igual que 3}?.

Un experimento consiste en lanzar dos dados justos de seis caras y observar la cara superior:
Cul es la probabilidad de que el valor absoluto de la diferencia de los dados sea 3?
Cul es la probabilidad de que el valor absoluto de la diferencia de los dados sea 3 dado que el
evento N={La suma de los dados es menor o igual que 3}?
Un experimento consiste en lanzar dos dados justos de seis caras y observar la cara superior:
Cul es la probabilidad de que el valor absoluto de la diferencia de los dados sea 3?
Cul es la probabilidad de que el valor absoluto de la diferencia de los dados sea 3 dado que el
evento N={La suma de los dados es menor o igual que 3}?

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Tree: inin A recursave tree data structure. Note the retationship between this class and Recursivelist; the only major difference is that rest has been replaced by _ subtrees to handte multiple recursive sub-parts. Hen \# wa Private Attributes =m= \# The item stored at this tree's root, or None if the tree is enpty. root: optional [Anyl \# The list of alt subtrees of this tree. - subtrees: List [Tree] \# mum Representation Invariants === \# - If self. root is None then self. subtrees is an enpty list. This setting of attributes represents an enpty Tree. Note: self. _ subtrees may be empty when selt._root is not None. This setting of attributes represents a tree consisting of just one node. def swap_down(setf) None: "*=Swap the root of this Tree with the frargest of its chitdren until the originat root's value is at a position where it's larger than or equal to all of its children. In the case of a tie, swap with the one that cones first in subtrees. >t= Tree(1, [1)tsswapdownt) print(t) \& No swaps are made 1 t._subtrees =[Tree(2,[1]. Tree (3, [1)] print(t) 1 3233> t. 5wapdown() ss print (t) in 1 swapped with 3 3 2 1 t-large =Tree(3,ITree(5,ITree(7,tTree(2,11), Tree(1, [1]) 1), 1) Tree (4, [1] 1]> print (t __targe) 3 7 2 1 mos targe-swap_down( ) print(t_large) =3 swapped with 5 , and then with 7 . \# The beton are methods given to you. Do NoT change these. def init_(self, root: Any, subtrees: List (Treel) None: wanitiatize a new Tree with the given root vatue and subtrees. If eroots is None, the tree is eapty. Preconditiont if sroot> is None, then ksubtreess is enpty. self, _root =root self.-subtrees = subtrees def is empty(self boolt nHinReturn True if this tree is enty. t1=Trec( None, [1)t1.15 _etopty() True t2=Tree(3,11) t2.1s_empty () Fatise winl return self,_root is None det _str (sett) str: \# The below are nethods given to you. Do NoT change these. def _init (self, root: Any, subtrees: List(TreeJ) Wonet "anitialize a new Tree with the given root value and subtrees. If eroot> is None, the tree is empty. Precondition: if is None, then esubtrees> is empty. ren self root = root self._subtrees: = subtrees def is empty (self) bool: wawpeturn True if this tree is empty. tI= Tree (None, []) t1,is_empty () True >t2=Tree(3, [1) > t2.is_empty ( ) False a return self. root is None def _str_ ( self f str: m*Return a string representation of this: tree. For each node, its iten is printed before any of its descendants' items. The output is nicely indented. You may find this method helpful for debugging. return self._str_indented () , steip( ) def str_indented(setf, depth: int =0) str: in*peturn an indented string representation of this-tree. The indentation level is: specified by the : return e tiset 5=1+ depth + str (set( root )+ ' ln3 for subtree in self . subtrees: * Note that the "depth' argument to the recursive catl is \# modified. 5+= subtree. _str_indented(depth + 1) returnis if nane _ingort doctest doctest. testmod (1) import python_ta.

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