DESCRETE STRUCTURE THEOTY -SEMESTER 2(2020)
GROUP A
GROUP A is compulsory.
1.
Answer the following questions: 1x10=10
(a) Define graph.(b) Define tree.
(c)What is Tautology? Give with example.
(d) What is set?
(e)Define graph isomorphism.
(f) Explain path and circuit in graph.
(g)What are logical connectivity?
(h) Define graph colouring.
(i) Explain spanning tree.
(j) Define function.
2. Explain different types of relations. 5
GROUP B
Answer any four of the following questions: 15x4=60
4. (a) Explain bounding summation.
(b) Explain equivalence and logical connectivity.
5. (a) Explain properties of a tree.
(b)Explain hamiltonian path problem with an example.
6. Explain recurrence relations and recurrence tree with an example.
7. (a) Define power set,empty set and universal set.
(b) Determine the power set power (A) of A is =(a,b,c,d).
8. Write short notes on the following:
(a)planar graph
(b)Well formed formula.