Python set questions with solutions

Create a blank set by using constructor and check the data type
Create a blank set
Create a set with five integers
Create a set by taking data from a range()
Unpack a set and display the elements
Create a set by using data from a list
Create a set by using duplicate data ( set allows duplicate ? )
Create one set by using single element and check the data type by using type() function
Create a set using integers only, then use max(), min(), sum(),len() functions using set as input.
Create one set and try to delete all elements by using clear() method. Check the error message.
Create one set and find out number of elements present of a particular value by using count() method.
Find different position values in this set ? my_set=('a','c','d','c','x','k','d','c') , value in first position, value in last position, value in 3rd position etc..
How do you remove multiple elements from a set at once?
Can you add an immutable set (frozenset) to a set?
How do you find the difference between three sets?
What is the time complexity of adding an element to a set?
How do you get the union of sets without using the union() method?
How do you update a set with the symmetric difference of itself and another?
How can you check if a set is disjoint with multiple sets at once?
What happens when you call pop() on an empty set?
How do you convert a list with duplicate elements to a set and back to a list?
How do you check if one set is a strict subset of another?
What is the difference between isdisjoint() and issubset()?
How do you clear all elements from a set and retain the set variable?
How do you merge two sets while removing duplicates?
Can sets be indexed or sliced?
How do you copy a set and ensure modifying one doesn’t affect the other?
How do you remove an element from a set without raising an error if the element doesn’t exist?
How do you get the intersection of multiple sets?
How do you count the number of unique elements across multiple sets?
Can you use mathematical operations like + or * directly on sets?
How do you check if a set contains at least one element from another set?

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