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find all the units of Z12
Q. Show that similar matrices have same eigen values.
If H is a subgroup of G of index 2, prove that H is normal in G.
Any group of order less than equal to 3 is abelian . true or false prove
The field of complex numbers C contains a subfield with finite number of elements. true or false prove
in a commutative ring, every prime ideal is maximal. true or false prove
there exists a non-cyclic group in which every proper subgroup is cyclic.true or false prove
there exists a field with 99 element .true or fasle prove
show that x2+x+4 is irreducible over Z11.
give with justification two factorization of 46 as aproduct of irreducible elements in Zroot under minus 5.
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