which property does it belongs to
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somebody theorems
there are 6 and
this is one of them
there are 6 and
this is one of them
BLikhitha1:
sorry i did not understand can u still try to explain briefly
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Conventionally, we consider sets having only same types of elements. ie elements and sets are not mixed up.
Here A is an element of B and B is a subset of C. Hence every element of B is also an element of C also. Thus A is an element of C.
Consider the example:
A={a} , B={ b, {a}} and
C={b, c, {a}}. Here A is an element of B and B is a subset of C and hence A is also an element of C.
But such sets are avoided in the discussions of basic set theory as it leads to logical difficulties like Russel's Paradox.
Here A is an element of B and B is a subset of C. Hence every element of B is also an element of C also. Thus A is an element of C.
Consider the example:
A={a} , B={ b, {a}} and
C={b, c, {a}}. Here A is an element of B and B is a subset of C and hence A is also an element of C.
But such sets are avoided in the discussions of basic set theory as it leads to logical difficulties like Russel's Paradox.
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