1. Find all the cyclic subgrouops of Z1s and draw thier lattice diagram.
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1) Find all the cyclic subgroups of Z18 and Draw their lattice diagram.
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- For the set of numbers 1 Less than or equal to x less than or equal to 9, list the ones that have reflection symmetry. Then list the ones that have rotational symmetry. Draw, for both symmetries, them to the right.Find a polyomial f(x) of degree 3 that has the following zeros. -8, 3, 0Compute the index of 〈3〉 in ℤ12. Then write down all of the cosets of 〈3〉 in ℤ12. Finally, write a Cayley table for ℤ12/〈3〉. Is this quotient an abelian?
- Find all the producers and subgroups of the (Z10, +) group.Let G be a simple connected graph with n vertices and 1/2(n-1)(n-2)+2 edges. Use Ore's theorem to prove that G is Hamiltonian.Suppose S is the unit cube in the first octant of uvw-space withone vertex at the origin. What is the image of the transformationT: x = u/2, y = v/2, z = w/2?