In the given, state whether A = B or not: A={a, b, c, d }, B={d, c, b, a}
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Answered by
1
we know, set doesn't depend on arrangements of elements . I mean, if we arrange a set in different ways, set remains constant or unchangeable.
here given, A = {a, b, c , d} and B = {d, c , b, a}
number of elements in A = 4,
number of elements in B = 4,
all the elements of set A =all the elements of set B
so, set A = set B
here given, A = {a, b, c , d} and B = {d, c , b, a}
number of elements in A = 4,
number of elements in B = 4,
all the elements of set A =all the elements of set B
so, set A = set B
Answered by
2
Answer:
A = B
Step-by-step explanation:
********************************
Equal sets :
If every element in set A
belongs to set B and every
element in B belongs to A .
Then A and B are said to be
equal sets and is written
as A = B
***********************************
Given ,
A = { a , b , c , d }
B = { d , c , b , a }
In sets A and B , same elements
are present .
Therefore ,
A = B
••••••
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