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MTH634 Topology Assignment No 01 Fall 2019 Solution & Discussion Due Date: 01-12-2019

MTH634 Topology Assignment No 01 Fall 2019 Solution & Discussion Due Date: 01-12-2019

MTH634 Topology Assignment 1 Solution & Discussion Fall 2019

Assignment No.1  MTH634 (Fall 2019)

Maximum Marks: 15          Due Date:1st December ,2019


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Question 1:                                                                           Marks:10

Let \tau   be the topology on N which consists of \phi  and all subsets of  N of the form  {E_n} = \{ n + 1,n + 2,...\} where . Determine the closed subsets of         


Question 2:                                                                       Marks: 5

Consider the topology  {\rm T} = \{ \phi ,\{ a\} ,\{ c,d\} ,\{ a,c,d\} ,\{ b,c,d\} ,X\}                                               

on  X = \{ a,b,c,d\}  . Determine the derived sets of A = \{ a,b\} .

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