Syllabuses
Explain any one of the following with examples: (i) Finite and Infinite sets (ii) Countable and uncountable sets (iii) Principles of Inclusion and Exclusion (iv) Multisets (v) Lattice
Explain any one of the following with examples: (i) Finite and Infinite sets (ii) Countable and uncountable sets (iii) Principles of Inclusion and Exclusion (iv) Multisets (v) Lattice
Write short notes on any four of the following : (0 Principle of induction i) Groups and Rings (Gi) Russel’s paradox (iv) Transitive relations (9) Prefix codes (vi). Applications of formal logic
Write short notes on any four of the following :
(0 Principle of induction
i) Groups and Rings
(Gi) Russel’s paradox
(iv) Transitive relations
(9) Prefix codes
(vi). Applications of formal logic
Describe in detail Booth’s multiplication algorithm and its hardware implementation
Describe in detail Booth’s multiplication algorithm and its hardware implementation
Derive expression for total modulated power and net modulation index.
Derive expression for total modulated power and net modulation index.