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A B C are fields
A is an algebraic extension of B
B is an algebraic extension of C
show that A is an algebraic extn of C.
i is there anyone who could provide a concise soln to this.

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Originally posted by vgv
A B C are fields
A is an algebraic extension of B
B is an algebraic extension of C
show that A is an algebraic extn of C.
i is there anyone who could provide a concise soln to this.
Um...isn't that just the Transitive Property of Equality?

If A=B, and B=C, Then A=C

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no this is to do with field and galois theory or some other complicated shit.i wish it were that simple.

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Originally posted by Shanshu311
Um...isn't that just the Transitive Property of Equality?

If A=B, and B=C, Then A=C

Shanshu u seem that u dont understand anything! same here!

got some beer? 🙂

~^kattY Queen^~

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Originally posted by vgv
no this is to do with field and galois theory or some other complicated shit.i wish it were that simple.
Try this, then:

http://www.cs.man.ac.uk/~pt/Practical_Foundations/html/s38.html

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Originally posted by katty
Shanshu u seem that u dont understand anything! same here!

got some beer? 🙂

~^kattY Queen^~
What can I say? It's Friday! My brain stopped working.

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