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Using Cayley’s theorem, find the permutation group to which a cyclic group of 

order 12 is isomorphic.


Prove that every finite ring is noetherian.


Write ten examples of Extension field?


Prove that rational numbers is a smallest infinite field?


Show that pZ is a prime ideal of Z for all primes p.


Prove that every field is artinian.Deduce that Q is artinian.


Prove that every finite ring is artinian.


Find all the units of Z − ].7[ (4)

b) Check whether or not < + − + 24x9x6x8 >

]x[

23

Q is a field. (3) 

c) Construct a field with 125 elemen


Find the solution of the equation x3-2x2-3x in z12

Find the solution of the equation x3-2x2-3x in z12

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