What is a Statement in Mathematics?
In mathematics, a statement is a sentence that can either be true or false, but it cannot be true and untrue at the same time. It can serve as a logical tool and can be used in the analytical domain, in the creation of assertions on even the abstract and abstract ideas. The statements can either be simple or compound.
For simple statements, one idea is conveyed in a sentence and when they make such a declaration or a statement, it is considered as simple. However, for a compound sentence more than one simple statement is combined using conjunctions like “and,” “or,” “not,” “if-then,” and “if and only if”.
Compound Statements
Statements are tools used in logical reasoning and problem-solving. Compound statement, for instance, not only unites simple statements into one big complex but also still maintains its meaning. This article will examine the compound statements: what they are, their types, and the truth tables for each type.
Table of Content
- What is a Statement in Mathematics?
- What is a Compound Statement?
- Types of Compound Statements
- Truth Tables of Compound Statements
- Examples of Compound Statements