Motorola  Placement Paper   Technical - C & C++   -7 Oct 2007

Motorola  Placement Paper   Technical - C & C++   -7 Oct 2007


  • Posted by  FreshersWorld 
    7 Jan, 2012

     

    MOTOROLA PSGTECH 2003
    There were basically 3 papers -software ,DSP, Semiconductor software paper (20 questions 45 minutes) concentrate more on data structures 10 questions from data structures and 10 from C++ and data structures10 questions were in the fill in the blank format and 10 questions were multiple choice questions.

    1. bubble sorting is 
      a)two stage sorting                                                           
      b).....
      c).... 
      d)none of the above

    2. .c++ supports 
      a) pass by value only
      b) pass by name
      c) pass by pointer 
      d) pass by value and by reference

    3. .Selection sort for a sequence of N elements
      no of comparisons = _________
      no of exchanges = ____________

    4. Insertion sort 
      no of comparisons = _________
      no of exchanges = ____________

    5. what is a language?
      a) set of alphabets
      b)set of strings formed from alphabets
      c)............
      d)none of the above

    6. Which is true abt heap sort
      a)two method sort
      b)has complexity of O(N2)
      c)complexity of O(N3)
      d)..........

    7. In binary tree which of the following is true                                      
      a)binary tree with even nodes is balanced
      b)every binary tree has a balance tree
      c)every binary tree cant be balanced
      d)binary tree with odd no of nodes can always be balanced

    8. Which of the following is not conducive for linked list implementation of array
      a)binary search
      b)sequential search
      c)selection sort
      d)bubble sort

    9. In c++ ,casting in C is upgraded as 
      a)dynamic_cast
      b)static_cast
      c)const_cast
      d)reintrepret_cast

    10. Which of the following is true abt AOV(Active On Vertex trees)
      a)it is an undirected graph with vertex representing activities and edges representing precedence relations
      b)it is an directed graph "" "" """ "" "" "" "" "" "
      c)........
      d).......

    11. Question on worst and best case of sequential search                      

    12. question on breadth first search

    13. char *p="abcdefghijklmno"
      then printf("%s",5[p]);

    14.  what is the error 
      struct { int item; int x;} 
      main(){ int y=4; return y;}
      error:absence of semicolon

    15. Which of the following is false regarding protected members
      a)can be accessed by friend functions of the child
      b) can be accessed by friends of child's child
      c)usually unacccessible by friends of class
      d) child has the ability to convert child ptr to base ptr

    16. What is the output of the following 
      void main()

      int a=5,b=10;
      int &ref1=a,&ref2=b;
      ref1=ref2;
      ++ ref1;
      ++ ref2;
      cout<<a<<b<<endl;                                                          
      } value of a and b
      a)5 and 12
      b)7 and 10
      c)11 and 11
      d)none of the above

    17. What does this return
      f(int n)
      {
      return n<1?0:n==1?1:f(n-1)+f(n-2)
      }
      hint:this is to generate fibonacci series
      code for finding out whether a string is a palindrome,reversal of linked list, recursive computation of factorial with 
      blanks in the case of some variables.we have to fill it out

    18. for eg; for palindrome
      palindrome(char * inputstring)

      int len=strlen ( ?);
      int start= ?;
      end =inputstring + ?-?;
      for(; ?<end && ?==?;++ ?,--?);
      return(?==?); }
      we have to replace the question marks(?) with corresponding variables

    19. .linked list reversal 
      Linked (Link *h)
      {
      Link *temp,*r=0,*y=h;                                                           
      while(y!= ?) (ans:Null)
      {
      temp = ?;(ans:y->next)
      some code here with similar fill in type
      }

    20. fill in the blanks type question involving recursive factorial computation

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