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Let: U={1,2,3,...,8} A={1,2,4,7} B={2,3,4} C={1,2,3,5,6} Find the following set: A' (upside down U) (B U C')
first you'll need to find set C '
C ' is the set of everything that is NOT in set C

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so {4,7,8}
very good
now union that set with set B
\[\huge A'\cap \left(B\cup C'\right)\]
to union two sets, you combine them to form one bigger set eg: A = {1,2,3} B = {2,7,9} A union B = {1,2,3,7,9} toss out any duplicates
{2,3,4,7,8}
correct
now you'll need set A ' this is similar to set C '
{3,5,6,8}
finally intersect the set {3,5,6,8} with {2,3,4,7,8}
ie list the numbers they have in common
{3,8}
and that's the final answer
Awesome! thank you again, also I have two more questions if you could help? (Cross fingers)
sure, go ahead
ok hold on gotta type it lol
Let: U={1,2,3,...,8} A={1,2,3,5} B={3,6,7} C={1,2,3,4,5} Find the following set: A' (upside down U) (B U C')
Its similar, I know, but i gotta make sure :)
did you get anywhere with this one?
its pretty much the same isnt it, ok hold on ill work this out
yeah it's the exact same expression to evaluate, just with different sets to work with
A={4,6,7,8}
A ' you mean?
yes sorry
ok then, C'= {6,7,8}
both look good
{4}
wait nvm, both have {6,7,8} in common
you mean you got {6,7,8} as your final answer?
ah yes, ok now for the final question, thank you so much for hanging around by the way, your a life saver ;)
no problem
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