Danielj3

This has the problems for maxima and minima from engineering calculus.

This has the notes for applications for multivariable calculus - Taylor's expansion for two variables, maxima and minima, constrained maxima and minima and Lagrange's multiplier method.

This contains notes for multivariable calculus - limits and continuity, partial derivatives and Jacobian and its properties.

This has the notes for Laplace transform, its properties - periodic functions, unit step functions, inverse functions and also notes for inverse Laplace transform.

It has the notes for single variable calculus (i.e), differentiation and its theorems, integration and its theorems, derivative tests, concavity and also applications of single variable calculus, namely, area and volume between curves.

This notes is for Prims algorithm used to find the minimum spanning tree in the given graph. It has the explanation, code and example for the algorithm. It also has time complexity, advantages, disadvantages and applications.

This notes is about the greedy method used to solve knapsack algorithm. It has the explanation along with code and example. It also has the complexity, advantages and disadvantages for the greedy method.

This notes contains the summary of quick sort technique in data structures. It has the explanation, algorithm, code, example along with time complexity, advantages and disadvantages of the algorithm.

This notes contain lessons for heap sort algorithm. It has the explanation, algorithm, its time complexity along with advantages and disadvantages.

This notes is for binary search algorithm technique. This includes the explanation, algorithm, time complexity of the algorithm, along with its advantages and disadvantages.