A Venn diagram is a diagram that uses circles to illustrate the relationships among sets.
A. 256
B. 252
C. 254
D. 250
Correct Answer: B
Step 1: 14 = 2 ' 7
36 = 2 ' 2 ' 3 ' 3 [Write the prime factors of 14 and 36.]
Step 2: Represent all the prime factors of 14 and 36 in a Venn diagram

Step 3: 7 ' 2 ' 3 ' 3 ' 2 = 252 [Multiply all the factors in the Venn diagram.]
Step 4: The LCM of 14 and 36 is 252.
Q1: In a Venn diagram with sets A and B, what does the region outside both circles represent?
Q2: If set A has 5 elements, set B has 7 elements, and A ∩ B has 2 elements, how many elements are in A ∪ B?
Q: What does the overlapping region in a Venn diagram represent?
A: The overlapping region represents the intersection of the sets, containing elements that belong to both sets.
Q: Can Venn diagrams represent more than two sets?
A: Yes, Venn diagrams can represent more than two sets, although the diagrams become more complex with each additional set.