9th Grade - 12th Grade

Problem Solving - Real-World Applications - Trigonometry

Problem Solving - Real-World Applications - Trigonometry

Quiz

Problem Solving - Real-World Applications - Trigonometry

9th Grade - 12th Grade

Mathematics

Geometry, Trigonometry

Engagement with real-world trigonometry problems develops problem-solving skills, enabling learners to effectively apply trigonometric concepts in determining angles, distances, and other relevant measures.

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9th Grade - 12th Grade

Problem Solving Techniques - Analytical Reasoning - Mathematical Concepts

Problem Solving Techniques - Analytical Reasoning - Mathematical Concepts

Quiz

Problem Solving Techniques - Analytical Reasoning - Mathematical Concepts

9th Grade - 12th Grade

Mathematics

Explore critical problem-solving techniques using calculus and mathematical reasoning, emphasizing logical approaches to mathematics. Build skills in equation analysis, problem-solving, and quantitative reasoning application.

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9th Grade - 11th Grade

Understanding Mathematical Models - Problem Solving in Real-Life Contexts

Understanding Mathematical Models - Problem Solving in Real-Life Contexts

Quiz

Understanding Mathematical Models - Problem Solving in Real-Life Contexts

9th Grade - 11th Grade

Mathematics

Engage in problem-solving exercises focused on taxicab fare calculations to explore the application of mathematical models in real-life situations. Develop a deeper understanding of mathematical functions and variables, and enhance skills in applying theoretical concepts to practical scenarios.

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9th Grade - 12th Grade

Solving Quadratic Equations - Real-World Applications - Quadratic Functions

Solving Quadratic Equations - Real-World Applications - Quadratic Functions

Quiz

Solving Quadratic Equations - Real-World Applications - Quadratic Functions

9th Grade - 12th Grade

Mathematics

Algebra I

Engage with quadratic functions through word problems that explore real-world scenarios, such as diving, rocket launches, and sports activities. Develop skills in solving quadratic equations and applying concepts to identify roots, determine maximum heights, and analyze trajectories in practical contexts.

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