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Pawel Kiczko 2020-05-07 08:11:13 +03:00
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- [📘 Day 7](#%f0%9f%93%98-day-7)
- [Set](#set)
- [Creating a set](#creating-a-set)
- [Getting set length](#getting-set-length)
- [Accessing Items in set](#accessing-items-in-set)
- [Checking an item](#checking-an-item)
- [Adding items to a list](#adding-items-to-a-list)
- [Removing item from a list](#removing-item-from-a-list)
- [Clearing item in a set](#clearing-item-in-a-set)
- [Deleting a set](#deleting-a-set)
- [Converting list to set](#converting-list-to-set)
- [Joining sets](#joining-sets)
- [Finding intersection items](#finding-intersection-items)
- [Checking subset and super set](#checking-subset-and-super-set)
- [Checking difference between two sets](#checking-difference-between-two-sets)
- [Finding Symmetric difference between two sets](#finding-symmetric-difference-between-two-sets)
- [Joining set](#joining-set)
- [Creating a Set](#creating-a-set)
- [Getting Set's Length](#getting-sets-length)
- [Accessing Items in a Set](#accessing-items-in-a-set)
- [Checking an Item](#checking-an-item)
- [Adding Items to a List](#adding-items-to-a-list)
- [Removing Items from a List](#removing-items-from-a-list)
- [Clearing Items in a Set](#clearing-item-in-a-set)
- [Deleting a Set](#deleting-a-set)
- [Converting List to a Set](#converting-list-to-a-set)
- [Joining Sets](#joining-sets)
- [Finding Intersection Items](#finding-intersection-items)
- [Checking Subsets and Super Sets](#checking-subsets-and-super-sets)
- [Checking Difference Between Two Sets](#checking-difference-between-two-sets)
- [Finding Symmetric Difference Between Two Sets](#finding-symmetric-difference-between-two-sets)
- [Joining Sets](#joining-sets)
- [💻 Exercises: Day 7](#%f0%9f%92%bb-exercises-day-7)
# 📘 Day 7
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Let me take you back to your elementary or high school Mathematics lesson. The Mathematics definition of set can be applied also in python. Set is a collection of unordered and unindexed distinct elements. In python set uses to store unique items, and it is possible to find the _union_, _intersection_, _difference_, _symmetric difference_, _subset_, _super set_ and _disjoint set_ among sets.
### Creating a set
### Creating a Set
We use curly bracket, {} to create a set.
@ -71,7 +71,7 @@ st = {'item1', 'item2', 'item3', 'item4'}
fruits = {'banana', 'orange', 'mango', 'lemon'}
```
### Getting set length
### Getting Set's Length
We use **len()** method to find the length of a set.