Question

Power Set The power set of $S$ is the set of all combinations of elements of $S$ or the set of all subsets of $S$, denoted $P(S)$. For example, let $S = \{a, b, c\}$, then $P(S) = \{\emptyset, \{a\}, \{b\}, \{c\}, \{a, b\}, \{a, c\}, \{b, c\}, \{a, b, c\}\}$ OBJECTIVE Complete the definition for the power_set function. The function should accept a list and return its power set (e.g. $P(S)$) as a list. LAB ACTIVITY 15.10.1: Power Set (Difficulty: III) main.py 1 def power_set(L): 2 assert isinstance(L, list) 3 ####################### 4 # Complete the implementation below 5 6 return [] 0/7 Load default template...

          Power Set
The power set of $S$ is the set of all combinations of elements of $S$ or the set of all subsets of $S$, denoted $P(S)$. For example, let
$S = \{a, b, c\}$, then $P(S) = \{\emptyset, \{a\}, \{b\}, \{c\}, \{a, b\}, \{a, c\}, \{b, c\}, \{a, b, c\}\}$
OBJECTIVE
Complete the definition for the power_set function. The function should accept a list and return its power set (e.g. $P(S)$) as a list.
LAB
ACTIVITY
15.10.1: Power Set (Difficulty: III)
main.py
1 def power_set(L):
2 assert isinstance(L, list)
3 #######################
4 # Complete the implementation below
5 
6 return []
0/7
Load default template...

Power Set
The power set of S is the set of all combinations of elements of S or the set of all subsets of S, denoted P(S). For example, let
S = {a, b, c}, then P(S) = {∅, {a}, {b}, {c}, {a, b}, {a, c}, {b, c}, {a, b, c}}
OBJECTIVE
Complete the definition for the powerset function. The function should accept a list and return its power set (e.g. P(S)) as a list.
LAB
ACTIVITY
15.10.1: Power Set (Difficulty: III)
main.py
1 def powerset(L):
2 assert isinstance(L, list)
3 #######################
4 # Complete the implementation below
5
6 return []
0/7
Load default template...

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