**No, because some “b” must be “a”, it is only the extent of “a” that remains to be considered**. It is not even an argument.

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## Can a be B but B not be a?

And the answer is **“No”**. But this doesn’t mean “If B then Not A” – but rather “If B then “Not Necessarily” A” – ie we can’t tell the value of A if B is True. It’s not the same, but may be the source of your thoughts. Entirely depends on the relationship between A and B.

## How do you know the argument is valid or not?

Valid: **an argument is valid if and only if it is necessary that if all of the premises are true, then the conclusion is true**; if all the premises are true, then the conclusion must be true; it is impossible that all the premises are true and the conclusion is false.

## What is a valid argument in logic?

validity, In logic, **the property of an argument consisting in the fact that the truth of the premises logically guarantees the truth of the conclusion**. Whenever the premises are true, the conclusion must be true, because of the form of the argument.

## What are the two types of valid arguments?

**Valid arguments may have:**

- True premises, true conclusion.
- False premises, false conclusion.
- False premises, true conclusion.

## What is an example of a false syllogism?

Some syllogisms contain false presumptions. A syllogistic fallacy happens when you make two general statements to validate a conclusion. For example, **when you say, “all dogs are mammals, cats are mammals, therefore, dogs must be cats.”** It’s impossible to draw a conclusion based on the general premises you are making.

## What are the 24 valid syllogisms?

According to the general rules of the syllogism, we are left with eleven moods: AAA, AAI, AEE, AEO, AII, AOO, EAE, EAO, EIO, IAI, OAO. Distributing these 11 moods to the 4 figures according to the special rules, we have the following 24 valid moods: The first figure: **AAA, EAE, AII, EIO, (AAI), (EAO)**.

## What’s a valid argument?

In a valid argument, **it is not possible that the conclusion is false when the premises are true**. Or, in other words: In a valid argument, whenever the premises are true, the conclusion also has to be true. This article is part of a series on Logic and Critical Thinking.

## What is an example of an invalid argument?

An argument is said to be an invalid argument if its conclusion can be false when its hypothesis is true. An example of an invalid argument is the following: “**If it is raining, then the streets are wet.** **The streets are wet.**

## What are the valid argument forms?

**Valid propositional forms**

- Modus ponens.
- Modus tollens.
- Hypothetical syllogism.
- Disjunctive syllogism.
- Constructive dilemma.

## What is an invalid syllogism?

A valid syllogism is one in which the conclu- sion must be true when each of the two premises is true; an invalid syllogism is **one in which the conclusions must be false when each of the two premises is true**; a neither valid nor invalid syllogism is one in which the conclusion either can be true or can be false when …

## Is an argument valid if all premises are false?

**A valid argument can have false premises**; and it can have a false conclusion. But if a valid argument has all true premises, then it must have a true conclusion.

## Can an argument be valid and unsound?

Another way to put the same idea is that an argument is valid when the truth of its premises guarantees the truth of its conclusion. either invalid or has one or more false premises; so, **a valid argument is unsound if and only if it has one ore more false premises**.

## How can an argument be valid but untrue?

**A deductive argument is said to be valid if and only if it takes a form that makes it impossible for the premises to be true and the conclusion nevertheless to be false**. Otherwise, a deductive argument is said to be invalid.

## Can arguments be valid but not true?

Validity: An argument is valid when, IF all of it’s premises were true, then the conclusion would also HAVE to be true. In other words, a “valid” argument is one where the conclusion necessarily follows from the premises. **It is IMPOSSIBLE for the conclusion to be false if the premises are true**.

## What is a valid argument that is not sound?

**If an argument has one or more false premises** or it is not valid, then the argument is not sound. D. Like validity, soundness (in the technical sense just defined) applies only to arguments, never to individual statements/claims. FALSE: A valid argument must have a true conclusion only if all of the premises are true.

## Are all sound arguments are valid?

**All sound arguments are valid arguments**. If an argument is valid, then it must have at least one true premise. Every valid argument is a sound argument. The following is a valid deductive argument: If it snows, then we will go sledding, just like when we were kids.

## What is the difference between valid and invalid argument?

Below are some more examples of valid and invalid arguments. To judge if each is valid or invalid, ask the question, “If the premises are true, would we be locked in to accepting the conclusion?” **If the answer is “yes,” then the argument is valid.** **If the answer is “no,” then the argument is invalid**.

## What is a unsound argument?

An unsound argument is **either an invalid argument or a valid argument with at least one false premise**. Page 20. Some Final Notes on Validity and Soundness. A valid argument preserves truth. That is, if we have a valid argument, and if all of the premises are in fact true, then the conclusion will always be in fact true …

## What is an example of a valid but unsound argument?

Looking back to our argument about ducks and rabbits, we can see that it is valid, but not sound. It is not sound because it does not have all true premises. In fact, NEITHER of its premises are true. So, the argument about **Chad, ducks, and rabbits** is valid, but NOT sound.

## Can an invalid argument have a true conclusion?

**Invalidity is a no guarantee of a true conclusion when the premises are false**. False premises can lead to either a true or a false conclusion in an invalid argument. In these examples, luck rather than logic led to the true conclusion.

## Can an argument be true or false?

For the premises to be true, all of them need to be true. But, for the premises to be false, only one need be false. So, **an argument with a mixture of true and false premises is still considered to be an argument with false premises**–it is false that all of the premises are true.

## Can an argument be almost valid?

**Some arguments, while not completely valid, are almost valid**. 10. A strong argument may have true premises and a probably false conclusion.