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Consider a class of students that form the universal set.
Maybe it’s because they appeal to the visual side of my brain, more than say latin or algebra ever did.
Originally designed to solve maths problems, the concept behind a Venn diagram is brilliantly simple.
There is normally an area at the center of a Venn diagram that is common to all parties.
As problems tend arise as a result of discord between life’s conflicting and disconnected elements, Venn diagrams can be applied to any number of situations.
Longwinded explanations tend to indicate that a problem has yet to be fully resolved. Most life hacks are so sublimely simple, that you can’t figure out why no-one thought of them before.
When confronted by life’s tricky challenges I regularly turn to a simple little bubble diagram, named after John Venn in 1918.A series of interconnecting circles, called sets, represent distinct groups.Commonalities between sets are listed in areas where these circles intersect.The elements of the set must be denoted in small letters.Following are certain examples of sets – $A = $ $B = $ In the above examples, Now that we know what sets are, we can look at Venn Diagrams as an alternate way of depicting sets.This section defines the terms set, universal set and subset – three terms that are essential in understanding set theory.A well-defined collection of objects is called a set. All elements of a set follow a certain rule and share a common property amongst them.Venn Diagrams consist of closed shapes, generally circles, which represent sets.The capital letter outside the circle denotes the name of the set while the letters inside the circle denote the elements of the set.The various operations of sets are represented by partial or complete overlap of these closed figures.Regions of overlap represent elements that are shared by sets.