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the union of the sets (closed intervals) A=[3,6] and B=[4,8.5] is a. [3,8.5] b. [4,6] c. [3,6] d. [3,4]
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a.[3,8.5]
why?
common element in sets are written once in union
hmmm what does that mean?
If you have a set, call it A, and another set B. Then: \[A \cup B\] Is all the units of both! So if A={1,2} and B={3,7} \[A \cup B = \left\{1,2,3,7 \right\}\]
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but how did he get [3,8.5]???
Because its an interval. You have 3-4-6--8.5 If you take 3,6 and combine it with 4,8.5. You don't need to repeat the 4 to whatever because its already included in the bigger interval. So you only need [3,8.5]
ohhh gotcha!!!
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