00:02
We need to draw the venn diagram of the following such that each of them will have exactly one element.
00:22
So here we have a intersection b intersection c.
00:28
So here when we draw the diagram of it, so here this is the universe or we can say the universal set you.
00:39
So here we have this is a, this is a this is b and this is c.
00:48
So now we need to find and shade the area such that this contains exactly one element.
00:57
So here this will be the region that is the intersection of these parts.
01:06
So here we have a, here we have b, here we have c.
01:13
So this will be the required diagram of it.
01:18
Now next we have a intersection b negative so here we have a diagram as this is the universal set you again here this will be considered as a this will be considered as b this will be considered as c so now here first we need to check what will be a intersection b so it will be this part from which we need to subtract c so that means the area that will be included will be this part only because it does not include c so this is the diagram of it now we have the next one as a intersection c negative b so here for that we have a diagram as so here we have this as a universal set here we have a here we have a here we have b and here we have c.
02:45
So this is a, this is b and this is c.
02:48
First we need to take a intersection c.
02:52
So it will be this part from which we need to subtract b.
02:55
So here the region will be this.
02:58
Now next we have b intersection c negative a.
03:10
So here we have the diagram of it will be this will be the unit...