Question 207323: I would like some help with this one,
Given the diagram below, find a) P ∩ Q and b) P U Q
Venn Diagram two circles with A D C inside the first circle to the left
and C, F, G to the right circle
and B, E in the middle of the combined circles
both circles is enclosed in a rectangle, with U and P at the left and Q and H to the right inside the rectangle and outside the circles
Answer by vleith(2983)   (Show Source):
You can put this solution on YOUR website! Not sure what the U and H are, but from your words, it sounds like the P and Q are supposed to be the names of the two circles.
So, circle P has {A D C B E} inside it
Circle Q has {C F G B E} inside it
Now you are asked to state a) P ∩ Q and b) P U Q
The intersection is the set of all members that are common to both circles
P and Q both include { C B E}
The Union is the set that includes members from either circle
P contributes {A D C B E}
Q adds in {F G}
so their union is {A D C B E F G}
I hope I read your words correctly. Without a real picture, it can be confusing
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