If p={m,n} and Q={a,b}, find PxQ and QxP. Also show that PxQ is not equal to QxP
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Dear Student,
✩ Given :
P={m,n} and Q={a,b}
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✩ To Find :
PxQ and QxP
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✩Explanation :
P={a,b}
Q={x,y,z}
☛ P×Q= {(a,x),(a,y),(a,z),(b,x),(b,y),(b,z)}
☛ Q×P= {(x,a),(x,b),(y,a),(y,b),(z,a),(z,b)}
⇒By the definition of equality of ordered pairs, the pair (a,x) is not equal to the pair (x,a)
Therefore, P×Q ≠ QxP
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