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AED(د.إ)Grade 12 Euclidean Geometry Revision
R46.00
Use, by you or one client, in a single end product which end users are not charged for. The total price includes the item price and a buyer fee.
Resource Description
Euclidean Geometry
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Learning Outcomes
• That a line drawn parallel to one side of a triangle divides the other two sides proportionally (and the Mid-point Theorem as a special case of the converse of this theorem) • That equiangular triangles are similar • That triangles with sides in proportion are similar • The Pythagorean Theorem by similar triangles |
Introduction
Welcome to this comprehensive lesson on Euclidean Geometry! In this session, we will delve into a review of fundamental concepts. We’ll explore the necessary and sufficient conditions for polygons to be considered similar. Additionally, we’ll undertake a series of proofs, building upon results established in previous grades. These proofs include demonstrating that a line drawn parallel to one side of a triangle divides the other two sides proportionally, understanding the Mid-point Theorem as a special case of the converse of this principle, recognizing the similarity of equiangular triangles, proving that triangles with sides in proportion are similar, and finally, establishing the Pythagorean Theorem through the application of similar triangles.
Remember, learning geometry is a journey, and practice is the key to mastery. So, let’s dive in and enhance our understanding of Euclidean Geometry!
