Do a prime factorization of each number. Draw 3 overlapping circles. Place the factors into each circle: note: some will go into the overlapping sections of the circles. All those numbers in the overlapping section of ALL circles will form the GCF.
Multiply those in that overlapping section and that equals the GCF.
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You multiply all the numbers in the center of the Venn Diagram. This gives you the highest possible number that goes into both numbers.
you funk it till it gets wet, then you let it squirt on the venn diagram .... there u go
Using a Venn diagram for this problem is overkill, since 6 is a multiple of 3 and will automatically be the LCM of this problem. But if you insist... Put a 3 in the left circle and put a 6 in the space where the two circles intersect.
No country was ever a Venn diagram.
Yes.