if P(A)=P(B) for sets A and B prove that A=B
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Answered by
0
let the two sets A and B as A={a,b,c,d...} and B={1,2,3,4....}
P(A)=P(B) as you have given in the question
So all the element of Set A will be equal to the elements of set B so
A=B
P(A)=P(B) as you have given in the question
So all the element of Set A will be equal to the elements of set B so
A=B
Answered by
0
let assume the two sets A and B as
A={1,2,3,4...}
and
B={a,b,c,d....}
P(A)=P(B) as you have given in the question
So all the element of Set A will be equal to the elements of set B so
hENCE
A=B
A={1,2,3,4...}
and
B={a,b,c,d....}
P(A)=P(B) as you have given in the question
So all the element of Set A will be equal to the elements of set B so
hENCE
A=B
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