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            <Attribute name="description">Using what we know about ordered pairs, and cartesian product of sets, we finally define what a relation is between two sets. We use an example of two sets: one containing living beings and the other containing places to live. &#xA;&#xA;We then define terms related to relations: Domain (set of permissible values of input), Range (set of possible values of output) and Codomain (set of permissible values of output). We then touch upon the concept of image (elements from second set) and pre-image (elements from first set).&#xA;&#xA;We finally learn how to write relations in set-builder form and roster form.</Attribute>
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            <video:description>Using what we know about ordered pairs, and cartesian product of sets, we finally define what a relation is between two sets. We use an example of two sets: one containing living beings and the other containing places to live. &#xA;&#xA;We then define terms related to relations: Domain (set of permissible values of input), Range (set of possible values of output) and Codomain (set of permissible values of output). We then touch upon the concept of image (elements from second set) and pre-image (elements from first set).&#xA;&#xA;We finally learn how to write relations in set-builder form and roster form.</video:description>
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            <Attribute name="description">How do we work backwards? Can we find the relation in set builder form if we&#39;re shown how the elements of both sets connect to each other? We&#39;re given a visual representation of the relation and we need to find the domain, range of the relation.</Attribute>
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            <Attribute name="description">Given two sets, how do we find ALL possible relations? And when that&#39;s too time consuming, can we at least find the number of all possible relations? Let&#39;s find out in this video. We use some key principles from the topic - Permutations and Combinations (without actually getting into the terminologies) to navigate our way out of this problem.</Attribute>
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                    href="https://ur.khanacademy.org/math/grade-9-math-snc-aligned/x7d7ac579250c3cd1:sets-and-functions/x7d7ac579250c3cd1:relations/e/domain-and-range-of-relations-infinite-sets" />
        
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