RTU Previous Question Papers BE Electrical and Electronics Engineering January 2013

RTU Previous Question Papers BE 1st Year All Branches Electrical and Electronics Engineering January 2013 UNIT -1 Q 1. (a) Find the current in the ammeter of the 2 Q. resistance branch as shown in figure 1(a) using thevenin’s theorem. (b) Compute the power dissipated in 9^ resistor by applying superposition in circuit of figure 1(b). … Read more RTU Previous Question Papers BE Electrical and Electronics Engineering January 2013

RTU Previous Question Papers BE IT 8th Semester Mobile Computing May 2011

RTU Previous Question Papers BE IT 8th Semester Mobile Computing May 2011 UNIT – I (a) Suppose a mobile communication system uses only HLR. Illustrate the search and update operation in such a system. What is the effect of low cell residency time in such a system ? How to improve the probability of locating … Read more RTU Previous Question Papers BE IT 8th Semester Mobile Computing May 2011

RTU Previous Question Papers BE 2nd Sem Instrumentation July 2011

RTU Previous Question Papers BE 2nd Semester Instrumentation July 2011   Unit-I 1.  a) A circuit was tuned for resonance by eight different students, and the values of resonant frequency in KHz were recorded as 532, 548, 543, 535,546, 531, 543 and 536. Calculate i) Average deviation ii) Standard deviation b) Define the following for … Read more RTU Previous Question Papers BE 2nd Sem Instrumentation July 2011

RTU Previous Question Papers BE CS 3rd Semester Data Structures and Algorithms Feb 2011

RTU Previous Question Papers BE CS 3rd Semester Data Structures and Algorithms Feb 2011 Unit-I 1.a) How to Define complexity? Explain time and space complexity with simple algorithm and also explain various characteristics of algorithm. b) For the following array B compute i) The dimension of B ii) The space occupied by B in memory … Read more RTU Previous Question Papers BE CS 3rd Semester Data Structures and Algorithms Feb 2011

RTU Previous Exam Papers BE CSE 4th Semester Discrete Mathematical Structures July 2011

RTU Previous Exam Papers BE CSE 4th Semester Discrete Mathematical Structures July 2011   1.(a) Show that p->q = (~p)vq (b) Show that (pAq)—>(pvq) is a tautalogy. (c) Show that (p^q)-(pvq) is a contradiction. OR (a) Define the following (i)  Tautalogy (ii) Contradiction (iii) Contingency. (b) Check til® validity of following argument   2 (a) … Read more RTU Previous Exam Papers BE CSE 4th Semester Discrete Mathematical Structures July 2011