![]() ![]() ![]() Rahul, a student goes out to buy ice-cream for his friends one evening. Now the question is how do we know which statement is true and which is false? Let us look at an example. Therefore it is not a Mathematical Statement. As another example, a statement like “close the door” is also not a mathematical statement. The statement is an opinion and will have a different meaning for different people, so its meaning is ambiguous. For example, “Computers are good and easy”. In other words, if a statement has the same meaning everywhere and can either be true or false, it is a Mathematical statement.Ī statement is a non-mathematical statement if it does not have a fixed meaning, or in other words, is an ambiguous statement. For example, The mass of Earth is greater than the Moon or the sun rises in the East. In Mathematics, a statement is something that can either be true or false for everyone. ![]()
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