U24MA401-DM-UNIT-IV-16 MARKS
Algebraic structures are mathematical systems consisting of a non-empty set combined with one or more binary operations (like addition or multiplication)
Category: Mathematics
U24MA401-DM-UNIT-IV-2 MARKS
Algebraic structures are mathematical systems consisting of a non-empty set combined with one or more binary operations (like addition or multiplication)
U24MA401-DM-UNIT-V-2 MARKS
Boolean algebra is a mathematical system for manipulating two-valued logic—true (1) and false (0)—developed by George Boole to model logical operations.
U24MA401 – DM – UNIT V – 16 Marks
Boolean algebra is a mathematical system for manipulating two-valued logic—true (1) and false (0)—developed by George Boole to model logical operations. It is
U24MA401 – DISCRETE MATHEMATICS – UNIT – III – (16 MARK)
Graphs act as mathematical models representing objects (vertices) and their relationships (edges). Key types include simple, multi-graphs, and directed graphs used
Continue readingU24MA401 – DISCRETE MATHEMATICS – UNIT – III – (16 MARK)
U24MA202 – T&NM – Unit IV – 16 Marks
Simpson’s Rule is a numerical method for approximating definite integrals by fitting parabolas (quadratic polynomials) to the function over equal subintervals.
U24MA202 – T&NM – Unit V – 16 Marks
Milne’s and Adams-Bashforth methods are multistep numerical techniques used to solve first-order ordinary differential equations by predicting a future value
U24MA202 – T&NM – Unit V – Two marks
The Taylor series method represents a smooth function as an infinite sum of terms calculated from its derivatives at a single
U24MA202 – T&NM – Unit IV – Two Marks
Lagrange’s and Newton’s divided difference interpolations are numerical methods to find a polynomial passing through distinct data points (x,y). Lagrange’s formula
U24MA203 – CV&T – Unit V – 16 Marks
Solving difference equations using Z-transforms converts discrete-time recurrence relations into algebraic equations, making them easier to solve. The process involves taking