☛Give the revision notes of
☛Exercise :- 1st
☛ ""SETS"".
Class 11th.
Anonymous:
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Answers
Answered by
6
heya......
answer is
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empty sets - the set which do not contain any element
singleton set - a set having only one element
finite set - a set having finite number of elements
infinite set - a set having infinite number of elements
equivalent set - a set whose cardinal number is same
equal sets - a set having same elements
power set - s collection of subsets
========
hope it helps ^_^
answer is
========
empty sets - the set which do not contain any element
singleton set - a set having only one element
finite set - a set having finite number of elements
infinite set - a set having infinite number of elements
equivalent set - a set whose cardinal number is same
equal sets - a set having same elements
power set - s collection of subsets
========
hope it helps ^_^
Answered by
6
heya!!
here is your answer ⤵️⤵️
SET : a set is well defined collection if distinct objects.
==> It is denoted by a capital letter.
A set is described in two forms :
● Roster form
in this form , all the elements of the set are listed.
example: A= {0, 1,2,3.....}.
• Set builder form
In this form, all the elements are described by a rule.
example : B is set of all perfect squares.
● Cardinal Number of set :
The no.of elements which are present in a finite set is called cardinal no.of set.
example : A = {1,2,3,4,5,6}n(A) = 6.
• Null set :
If a set has no element in it, then the set is said to be null set.
example : B is a set of even prime no's which is greater than 2 is a null set.
• Singleton set :
If a set contains only one element in it, then it is called singleton set.
example : P is a set of even primes is a singleton set.
• Finite set :
A set with finite no.of elements is called finite set.
example : Q is a set of letters of the word CHAITANYA is a finite set.
Infinite set :
A set with infinite numbers of elements is called infinite set.
example : set of natural numbers.
• Subset : if every element of a set A is also an element of set B, Then A is subset of B.
• Power set :
The set of all possible subsets of given is known as power set.
hope my answer helps you
here is your answer ⤵️⤵️
SET : a set is well defined collection if distinct objects.
==> It is denoted by a capital letter.
A set is described in two forms :
● Roster form
in this form , all the elements of the set are listed.
example: A= {0, 1,2,3.....}.
• Set builder form
In this form, all the elements are described by a rule.
example : B is set of all perfect squares.
● Cardinal Number of set :
The no.of elements which are present in a finite set is called cardinal no.of set.
example : A = {1,2,3,4,5,6}n(A) = 6.
• Null set :
If a set has no element in it, then the set is said to be null set.
example : B is a set of even prime no's which is greater than 2 is a null set.
• Singleton set :
If a set contains only one element in it, then it is called singleton set.
example : P is a set of even primes is a singleton set.
• Finite set :
A set with finite no.of elements is called finite set.
example : Q is a set of letters of the word CHAITANYA is a finite set.
Infinite set :
A set with infinite numbers of elements is called infinite set.
example : set of natural numbers.
• Subset : if every element of a set A is also an element of set B, Then A is subset of B.
• Power set :
The set of all possible subsets of given is known as power set.
hope my answer helps you
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