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Theorems

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17y ago

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What are the geometry rules that can be proven?

Theorems.


In geometry you can use deductive rules?

In geometry, deductive rules can be used to prove conjectures.


What are the rules of geometry?

The first rule of geometry..... do not talk about geometry. The second rule of geometry..... DO NOT TALK ABOUT GEOMETRY hahah But seriously you'll have to be a bit more specific here cos there's too many geometric rules to list!


the first rules for geometry philosopher?

Not sure


Are the rules of parallel and perpendicular lines different in spherical geometry than in Euclidean geometry?

yes


Do postulates need to be proven?

No. Postulates are the foundations of geometry. If you said they were wrong then it would be saying that Euclidean geometry is wrong. It is like if you asked how do we know that English is right. It is how the English language works. So no postulates do not need to be proven.


Do Postulates need to proven?

No. Postulates are the foundations of geometry. If you said they were wrong then it would be saying that Euclidean geometry is wrong. It is like if you asked how do we know that English is right. It is how the English language works. So no postulates do not need to be proven.


What type of statement must be PROVEN in geometry?

That is a theorem.A theorem.


True or false The rules and objects of geometry don't really match the everyday world.?

False. The rules and objects of geometry do really match the everyday world.


Are The rules and objects of geometry are designed to match the everyday world as much as possible?

Are The rules and objects of geometry are designed to match the everyday world as much as possible?


The rules and objects of geometry don't really match the everyday world true or false?

False. The rules and objects of geometry do really match the everyday world.


Can rules of two dimensional geometry can be applied to three dimensional solids?

No. The rules of two dimensional geometry can only be used for two dimensional geometry. You can take the basic principles of two dimensional geometry and alter them slightly to be able to apply to three dimensional solids

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