# Does lime rhyme with mine?

## Does lime rhyme with mine?

Lime and slime do rhyme, as do line and mine. No? -Source: I’ve taken like 7 poetry classes and we had a big argument about it.

**What tautology means?**

1a : needless repetition of an idea, statement, or word Rhetorical repetition, tautology (‘always and for ever’), banal metaphor, and short paragraphs are part of the jargon.— Philip Howard. b : an instance of such repetition The phrase “a beginner who has just started” is a tautology.

### What is an example of tautology?

In grammatical terms, a tautology is when you use different words to repeat the same idea. For example, the phrase, “It was adequate enough,” is a tautology. In other words, the sentence is always true since it includes both possibilities.

**What is tautology give an example?**

In the realm of logic, a tautology is something that is true in all circumstances. A common example of a logical tautology is the following: The dog is either brown, or the dog is not brown.

#### What is a tautological question?

Tautology in Math. A tautology is a compound statement in Maths which always results in Truth value. It doesn’t matter what the individual part consists of, the result in tautology is always true. The opposite of tautology is contradiction or fallacy which we will learn here.

**Why is tautology used?**

Tautology is a literary device used by writers to say something more than once, using the same words or synonymous words. The intent of this device is to emphasize a point or idea for an audience or reader.

## Is tautology a truth table?

What Is a Tautology? A tautology is a statement that is always true, no matter what. If you construct a truth table for a statement and all of the column values for the statement are true (T), then the statement is a tautology because it’s always true!

**Which formula is a tautology?**

In mathematical logic, a tautology (from Greek: ταυτολογία) is a formula or assertion that is true in every possible interpretation. An example is “x=y or x≠y”. A less abstract example is “either the ball is green, or the ball is not green”. This would be true regardless of the color of the ball.