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00:00 - 00:59 | so here we have to tell whether the given statement is true or not OK so the given statement to aces the set a that is latest oxygen element of satisfaction that X is a letter of the word little ok and and Set B that is Oxygen element of B such that X is a letter of the word title are equal ok so basically we have to tell whether a is equals to be ok as you know that condition for condition for two sets se P and Q to be equal to be equal is that it must be a subset of you and you must be |

01:00 - 01:59 | sabse to basically that means that all the elements of P must be present in set and all the elements of you must be present in simultaneously so letters convert this set builder form into roster form is equals to this is basically X is a letter of the word little ok so let us write the letter of this ok it will be as a letter of little ok I is also a letter of little ok and T is also a letter of little ok Sohail comma there to separate the elements ok now again to win it cannot be repeated here ok and I'll is already present hairs |

02:00 - 02:59 | cannot be repeated and here is a letter of A is is a letter of the word little ok so here is a is the set ok in besat is so hair accessory letter of the word title ok so soti is a letter of word title ok and I is the letter of the word title ok and he is already present here ok so l l letter of the word title ok comma bhi so he is a letter of the word title ok as u can clearly see that all the elements of a are present in be ok and all the elements of B are present in a so we can say that is equals to so |

03:00 - 03:59 | English set is equals to set be so this statement this statement is true |

**What is sets in general collection of things**

**Sets in mathematics sets as natural number; whole number; real number)**

**Representation of Sets in Rosters form**

**Representation of sets in set-builder form**

**Conversion of roster form in set builder form**

**Conversion of set builder form in roster form**

**Some examples to identify the type of set ?**

**Explain Empty Sets ; Finite sets and Infinite sets with examples..**

**Explain Equivalent sets and equal sets with examples**

**What are the elements of a subset ?**