In this introductory Java programming course, you will be introduced to powerful concepts such as functional abstraction, the object oriented programming (OOP) paradigm and Application Programming Interfaces (APIs). Examples and case studies will be provided so that you can implement simple programs on your own or collaborate with peers. Course duration will be 12-16 weeks depending upon the student's performance.

The Talent academy American Computer Science League (ACSL) is Best for high school students with little or no programming experience and for advanced junior high students.

The Talent academy American Computer Science League (ACSL) is Best for high school students with little or no programming experience and for advanced junior high students.

Recognize and apply particular properties of squares, rectangles, parallelograms, rhombuses, and trapezoids to solve issues involving side lengths and angle measurements. In polygons with more than four sides, be able to locate missing side lengths or angle measures. Know how to calculate the interior and exterior angles of regular polygons. Understand how translations, reflections, rotations, and dilations affect figures. Figures should be translated, reflected, rotated, and dilated.

aiseExamScores offers Standard of Learning (SOL) Algebra Tournaments as a way for high school students to showcase their mastery of algebraic concepts and compete with their peers. These tournaments provide a fun and challenging way for students to demonstrate their problem-solving skills and potentially earn recognition for their achievements. <br><br> The SOL Algebra Tournaments offered by RaiseExamScores are designed to test students' knowledge and application of algebraic concepts, including equations, functions, and graphing. The tournaments consist of multiple rounds, including individual rounds and team rounds, which require students to solve complex problems and work collaboratively with their teammates.

Be able to recognize and apply particular characteristics of triangles (e.g., equilateral, isosceles, right) to solve problems involving side lengths and angle measures. Recognize and apply particular properties of squares, rectangles, parallelograms, rhombuses, and trapezoids to solve issues involving side lengths and angle measurements. In polygons with more than four sides, be able to locate missing side lengths or angle measures.