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wat2000
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If I was solving an ellipse problem and I had b^2 = (5/3) wouldn't that be simplified to + or - sqrt (15/3)? Or would it just be + or - sqrt (5/3)?
Simplifying Ellipses: Solving for b^2 = (5/3)
- Thread starter wat2000
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SUMMARY
The discussion focuses on the simplification of the equation b² = (5/3) in the context of ellipse problems. The correct simplification is ±√(5/3), which can also be expressed as ±(√15)/3. The participants clarify that b is derived from the semi-minor axis of an ellipse, and the simplification process adheres to standard mathematical principles.
PREREQUISITES- Understanding of ellipse equations and their components
- Knowledge of square roots and simplification techniques
- Familiarity with algebraic expressions and operations
- Basic grasp of coordinate geometry
- Study the properties of ellipses and their equations
- Learn about the derivation of semi-major and semi-minor axes
- Explore advanced algebraic simplification techniques
- Review coordinate geometry applications in conic sections
Students and educators in mathematics, particularly those focusing on conic sections and ellipse properties, as well as anyone interested in algebraic simplification methods.
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