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Theorems: If (X,t) is discrete topology then A°=A & If (X,t) is indiscrete topology then A°=Φ|part 2
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Timecodes 0:00 - Statement 0:13 - Example1 2:30- proof(if (X,t) is discrete topology then, A°=A) 4:36 - Example 7:05- proof(if (X,t) is indiscrete topology then, A°=Φ) Thanks for watching... Theorem: Interior of a set theorem proof IntΦ =Φ And IntX =X ua-cam.com/video/2r0JsTAEjTs/v-deo.html Interior of a set in topological space | definition examples ua-cam.com/video/BzFZqkutgvI/v-deo.html @Mat...
Theorems: Interior of a set theorems proof | Int(A)⊆A | A° is the largest open subset of A | part 1
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Timecodes 0:00 - Intro 0:06 - statement(A°⊆A) 0:50 - proof 4:33- A° is the largest open subset of A. 4:48 - Example 6:28 - proof Thanks for watching... Theorem: Interior of a set theorem proof IntΦ =Φ And IntX =X ua-cam.com/video/2r0JsTAEjTs/v-deo.html Interior of a set in topological space | definition examples ua-cam.com/video/BzFZqkutgvI/v-deo.html @Math Academy #maths #education #video
Theorem:A is open iff Int(A)=A and Int(A°)=A° | Theorems proof with example
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Timecodes 0:00 - Intro 0:05 - statement 0:50 - example(A is open iff Int(A)=A) 4:16 - proof(A is open iff Int(A)=A) 5:56 - proof(conversely) 9:15 - Example(Int(A°)=A°) 11:01 - proof(Int(A°)=A°) ......!!!!! Thanks for watching... Theorem: Interior of a set theorem proof IntΦ =Φ And IntX =X ua-cam.com/video/2r0JsTAEjTs/v-deo.html Interior of a set in topological space | definition examples ua-cam...
Theorem: Interior of a set theorem proof IntΦ =Φ And IntX =X
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Timecodes 0:00 - Intro 0:11 - statement 1:56 - example(Φinterior) 2:55 - proof(IntΦ =Φ) 5:36 - example (X interior) 6:43 - proof(IntX=X) ......!!!!! Thanks for watching... Interior of a set in topological space | definition examples ua-cam.com/video/BzFZqkutgvI/v-deo.html @Math Academy #maths #education #video
7th Class Math - Ch#2 (Rational numbers) Exercise 2.2 Q 3 | 7th Class Math Punjab Text Board
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In this lecture, we will discuss class 7th chapter 2 Rational numbers. Topic exercise 2.2 question 3 complete solution Timecodes 0:00 - Intro 0:20 - part1 2:12 - part2 2:53 - part3 4:54 - part4 5:52 - part5 6:31 - part6 7:24 - part7 8:33 - part8 9:36 - part9 10:29 - part10 11:28 - part11 12:15 - part12 .......!!!!! Thanks for watching... 7th class chapter 2 notes onlinestudyhub.com/class-7th-ch...
Division of Rational Numbers | How to divide rational numbers
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Division of Rational Numbers | How to divide rational numbers
Multiplication of Rational Numbers | how to multiply two or more rational numbers
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Multiplication of Rational Numbers | how to multiply two or more rational numbers
7th Class Math - Ch#2 (Rational numbers) Exercise 2.2 Q 2 | 7th Class Math Punjab Text Board
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7th Class Math - Ch#2 (Rational numbers) Exercise 2.2 Q 2 | 7th Class Math Punjab Text Board
Subtraction of rational numbers | How to Subtract rational numbers with different denominators
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Subtraction of rational numbers | How to Subtract rational numbers with different denominators
Subtraction of rational numbers | How to Subtract rational numbers with same denominators
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Subtraction of rational numbers | How to Subtract rational numbers with same denominators
Addition of rational numbers | how to Add rational numbers with the same denominators
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Addition of rational numbers | how to Add rational numbers with the same denominators
Addition of rational numbers | Addition of rational numbers with different denominators
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Addition of rational numbers | Addition of rational numbers with different denominators
7th Class Math - Ch#2 (Rational numbers) Exercise 2.2 Q 1 | 7th Class Math Punjab Text Board
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7th Class Math - Ch#2 (Rational numbers) Exercise 2.2 Q 1 | 7th Class Math Punjab Text Board
7th Class Math - Ch#2 (Rational numbers) Exercise 2.1 Q 1 & 2 | 7th Class Math Punjab Text Board
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7th Class Math - Ch#2 (Rational numbers) Exercise 2.1 Q 1 & 2 | 7th Class Math Punjab Text Board
Interior of a set in topological space | definition+examples | @mathacademy9052
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Interior of a set in topological space | definition examples | @mathacademy9052
Interior point in topological space | definition+example |@mathacademy9052
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Interior point in topological space | definition example |@mathacademy9052
Neighborhood of a set in topological space |Definition+example |@mathacademy9052
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Neighborhood of a set in topological space |Definition example |@mathacademy9052
Neighborhood of a point | Definition+example @mathacademy9052
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Neighborhood of a point | Definition example @mathacademy9052
Dense set in topology | Definition+Examples |@mathacademy9052
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Dense set in topology | Definition Examples |@mathacademy9052
Theorem proof | if A and B are two subsets of a topological space X,then cl(A∩B)=clA ∩ clB
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Theorem proof | if A and B are two subsets of a topological space X,then cl(A∩B)=clA ∩ clB
Theorem proof | if A and B are two subsets of a topological space X,then cl(AՍB)=clA Ս clB
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Theorem proof | if A and B are two subsets of a topological space X,then cl(AՍB)=clA Ս clB
Theorem proof | if A and B are two subsets of a topological space X, A⊆B then clA⊆clB
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Theorem proof | if A and B are two subsets of a topological space X, A⊆B then clA⊆clB
Theorem proof | A is closed if and only if Ā=A | @mathacademy9052
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Theorem proof | A is closed if and only if Ā=A | @mathacademy9052
Theorem proof | closure of a set in topology
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Theorem proof | closure of a set in topology
Closure of a set in topological space |Definitions+examples @mathacademy9052
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Closure of a set in topological space |Definitions examples @mathacademy9052
Degree of a vertex in a directed graph |@mathacademy9052
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Degree of a vertex in a directed graph |@mathacademy9052
Degree of a vertex in undirected graph | definition with example 1 graph theory | @mathacademy9052
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Degree of a vertex in undirected graph | definition with example 1 graph theory | @mathacademy9052
Types of graph | Directed and Undirected graph | Graph theory
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Types of graph | Directed and Undirected graph | Graph theory
cofinite topology proof | Discrete mathematics
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cofinite topology proof | Discrete mathematics

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