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Learn triviality meaning in terms of Mathematics. Also, learn the proof of trivial with examples and other terminology used such as trivial solutions, trivial factors, trivial group, trivial graph.
Examples of triviality. Example 1. Trivial Solution. Consider the formula x + 3 equals x + 3. This equation has a simple solution: x = any real value. This is because subtracting x from both sides of the equation results in 3 = 3, which is always true regardless of x’s value.
You can choose to use the questions in different ways in the classroom, for example as a starter, plenary, introduction to a new topic, for consolidation at the end of a topic, or as revision. They can be used as a ten-minute activity or extended to a dedicated lesson.
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Triviality refers to the process of obtaining results from a context or an object with little or no effort. The objects used in these situations have simple topological structures. Graph theory, group theory and matrix are some common examples of triviality.
- Arpita Srivastava
You can think about questions to investigate around living processes and living things (biology); materials and their properties (chemistry); physical processes (physics)...
In Mathematics, we define triviality as a property of objects that have simple structures. The word trivial is basically used for very simple and evident concepts or things, for example – topological spaces and groups have a very simple arrangement.
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Below are examples of divergent questions where students are given a prompt and expected to generate multiple solutions. What different strategies could be used to solve this problem? What predications might you make about the future?
