51.  The cyclomatic complexity of a flow graph V(G), in terms of predicate nodes is:
(Where P is number of predicate nodes in flow graph V(G) 
a.  P + 1 
b.  P + 2 
c.  P  2 
d.  P + 3 
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Answer: (a).P + 1

52.  How many multiples of 6 are there between the following pairs of numbers?
0 and 100 and 6 and 34 
a.  16 and 6 
b.  17 and 6 
c.  17 and 7 
d.  16 and 7 
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Answer: (c).17 and 7

53.  Consider a Hamiltonian Graph G with no loops or parallel edges and with V(G)=n≥3. Then which of the following is true? 
a.  deg(v) ≥ n/2 for each vertex v 
b.  E(G) ≥ 1/2(n1)(n2)+2 
c.  deg(v)+deg(w) ≥ n whenever v and w are not connected by an edge 
d.  All of the above 
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Answer: (d).All of the above

54.  Which of the following statements is false?
(A) Optimal binary search tree construction can be performed efficiently using dynamic programming. (B) Breadthfirst search cannot be used to find connected components of a graph. (C) Given the prefix and postfix walks of a binary tree, the tree cannot be reconstructed uniquely. (D) Depthfirstsearch can be used to find the components of a graph. 
a.  A 
b.  B 
c.  C 
d.  D 
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Answer: (b).B

55.  Which of the following strings would match the regular expression: p+[35]*[xyz] ?
I. p443y Il. p6y III. 3xyz IV. p35z V. p353535x Vl. ppp5 
a.  I, III and Vl only 
b.  IV, V and VI only 
c.  II, IV and V only 
d.  I, IV and V only 
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Answer: (d).I, IV and V only

56.  Consider a sequence F00 defined as follows. Then what shall be the set of values of the sequence F00? 
a.  (1, 110, 1200) 
b.  (1, 110, 600, 1200) 
c.  (1, 2, 55, 110, 600, 1200) 
d.  (1, 55, 110, 600, 1200) 
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Answer: (a).(1, 110, 1200)

57.  Match the following:
ListI ListII a. Absurd i. Clearly impossible being contrary to some evident truth. b. Ambiguous ii. Capable of more than one interpretation or meaning. c. Axiom iii. An assertion that is accepted and used without a proof. d. Conjecture iv. An opinion Preferably based on some experience or wisdom. Code: a b c d 
a.  i ii iii iv 
b.  i iii iv ii 
c.  ii iii iv i 
d.  ii i iii iv 
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Answer: (a).i ii iii iv

58.  The functions mapping R into R are defined as:
f(x) = x^34x, g(x)=1/(x^2+1) and h(x)=x^4 Then find the value of the following composite functions: hog(x) and hogof(x) 
a.  (x^2+1)^4 and [(x^34x)^2+1]^4 
b.  (x^2+1)^4 and [(x^34x)^2+1]^4 
c.  (x^2+1)^4 and [(x^34x)^2+1]^4 
d.  (x^2+1)^4 and [(x^34x)^2+1]^4 
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Answer: (d).(x^2+1)^4 and [(x^34x)^2+1]^4

59.  How many multiples of 6 are there between the following pairs of numbers?
0 and 100 and 6 and 34 
a.  16 and 6 
b.  17 and 6 
c.  17 and 7 
d.  16 and 7 
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Answer: (c).17 and 7

60.  In propositional logic if (P→Q)˄(R→S) and (P˅R) are two premises as follows. Y is the premise: 
a.  P˅R 
b.  P˅S 
c.  Q˅R 
d.  Q˅S 
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Answer: (d).Q˅S
