Teaching MethodsTwo Grade 10 classes in an urban Jamaican High School were taught over a period of one academic year in two problem solving styles: an "Explicit Style" derived from Charles, and an "Implicit Style" derived from Isaacs. At the end of the academic year there was no ...
The course provides the basic principles and methods of computing, and how to use C ++ programming language to implement these methods. The objectives of this course are to cultivate students' consciousness, to improve their ability to use “Computational Thinking” to solve problems, and to ...
Solving the sliding puzzle using a basic AI algorithm. Let’s start with what I mean by an “8-Puzzle” problem. N-Puzzle or sliding puzzle is a popular puzzle that consists of N tiles where N can be 8, 15, 24, and so on. In our example N = 8. The puzzle is divided into ...
The alternative implementation of the Queue ADT is to use a list such that the rear of the queue is at the end of the list. What would this mean for Big-O performance? What is the result of carrying out both steps of the linked list add method in reverse order? What kind of referen...
We deal with a recently proposed method of Chubanov [1], for solving linear homogeneous systems with positive variables. We use Nesterov's excessive gap method in the basic procedure. As a result, the iteration bound for the basic procedure is reduced by the factor n√n. The price for thi...
The focus of this study is to solve the Economic Lot and Inspection Scheduling Problem (ELISP) using the Extended Basic Period (EBP) approach under Power-of-Two (PoT) policy. The objective of the ELISP is to determine an optimal cycle time and an optimal production and inspection schedule ...
Recommended Lessons and Courses for You Related Lessons Related Courses Teaching Fraction Operations: Methods & Manipulatives Reducing Fractions | Steps & Examples Rules for Multiplying Fractions | Steps & Examples Comparing Fractions With Like Denominators: Lesson for Kids ...
ent methods for solving these problems. In these methods, the fuzzy optimal solution of the FFLP problems is ob- tained by converting the FFLP problem into a crisp LP (CLP) problem. The other authors [19–21] discussed FFLP problems with crisp equality constraints and proposed dif- ferent...
Recommended Lessons and Courses for You Related Lessons Related Courses Methods to Solve Quadratic Equations | Types & Examples Finding Complex Roots of Quadratic Equations Solving Quadratic Inequalities Using Two Binomials Discriminant Formula, Rules & Solutions ...
make it very easy to write well structured applications that break functionality into individual methods to be called by other methods. A large number of small method allow for flexibility and reuse. Many integration approaches have aimed to make remote communications simple by packaging a remote ...