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Mathematics
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Let A={6,7,8} B={5,9}. Find AxB
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Well, AxB is the set of ordered pairs. AxB = {(x,y) | x is in A , y is in B}
So how do i find that?
Well, take all possible pairings (x,y) as long as the left coordinate is from set A and the right coordinate is from set B. For example, (6,5) is in AxB because 6 is in A and 5 is in B.
thanks for the help
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i have a different question to ask.
The cross product of two sets is also known as the Cartesian product of two sets. You can check your answer using this online cross product calculator. There should be 6 pairs in your cross product set. http://www.calcul.com/catesian-product-calculator
>>i have a different question to ask. What is the question?
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