If A B = {(a, x), (a, y), (b, x), (b, y)}, find A and B .
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Answered by
6
Given, A × B = {(a, x), (a, y), (b,x), (b, y)}
we know, if A = {r, s} and B = {p, q}
then, A × B = {(r, p), (r, q), (s, p), (s, q)}
obviously, we can say that A is the set of all first element in A × B
and B is the set of all 2nd elements in A × B.
Similarly, if we assume A is the set of all first elements in A × B and B is the set of all 2nd elements in A × B.
, A = {a, b} and B = {x , y}
we know, if A = {r, s} and B = {p, q}
then, A × B = {(r, p), (r, q), (s, p), (s, q)}
obviously, we can say that A is the set of all first element in A × B
and B is the set of all 2nd elements in A × B.
Similarly, if we assume A is the set of all first elements in A × B and B is the set of all 2nd elements in A × B.
, A = {a, b} and B = {x , y}
Answered by
5
Answer:
A = { a , b }
B = { x , y }
Step-by-step explanation:
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If A,B are two sets ,
A×B = { (x,y): x∈A , y∈B }
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Here ,
A×B = { (a,x),(a,y),(b,x),(b,y) }
A = { a,a,b,b } = { a,b}
B = { x,y }
.....
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