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They are all 5, 4 and 6 sided polygons respectively

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12y ago

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Related Questions

What is the generalization of a square pentagon and a hexagon?

they all have sides


What is the generalization between a square and a hexagon and a octagon?

They are all shapes.


What generalization can you make between a hexagon a pentagon and a square?

They are all polygons !


How can you find the generalization for square pentagon and hexagon?

They all have at least one pair of parallel lines


How can you show a generalization is correct?

No. A generalization cannot be proved correct. Even this generalization about a generalization could be incorrect. Anywho, and generalization could never be proven correct.


How can you show generalization is correct?

No. A generalization cannot be proved correct. Even this generalization about a generalization could be incorrect. Anywho, and generalization could never be proven correct.


What does hasty generalization?

Hasty generalization is a logical fallacy of faulty generalization by reaching an inductive generalization based on insufficient evidence.


What is a generalization in reading?

what is a generalization in reading


How to summarize the difference between a hasty generalization and a valid generalization?

A faulty generalization is a statement that's not true while a valid generalization is a true statement.


What is generalization?

*A generalization is a statement about several things or people *clue words to identify generalization * Valid generalization: fact support or prove and (true) generalization *clue words in a sentence to make a generalization: never,all,sometimes,most,always,none,everybody,everone,society,some,almost,only,empty *Faulty generalization: (not true) generalization (can not) be proven or supported with a fact.


Is a generalization a question of fact?

It is inherently neither. A generalization is an assumption. It can be predicated on a fact, but that is not conditional, nor does that validate a generalization.


Definition of a hasty generalization?

An informal fallacy of faulty generalization by reaching an inductive generalization based on insufficient evidence