Entry costs are R20 for adults and R10 for children under 12. Kite properties include (1) two pairs of consecutive, congruent sides, (2) congruent non-vertex angles and (3) perpendicular diagonals. Get yourself out to Karatara on Sunday 9 October. The main beneficiary is the school bursary scheme that enables learners to access high schools in George and Knysna, and provides them with the basics such as stationery and school uniforms. Masithandane does amazing work in the Garden Route District, providing pre-school facilities, a care and respite house centre, feeding schemes and many other activities in support of less advantaged communities. The festival this year is in partnership with Wesgro and once again in aid of Masithandane. You'll be able to buy kites at the festival or make your own in one of the kite-making workshops. Each of these kiters has a spectacular range of kites for winds of all strengths.
Kiters are coming down from Pretoria and Port Elizabeth and our two Garden Route kiters, who have been to over 100 international kite festivals between them, will also feature.
There will be a show of agility by Happy Dogs of Knysna, food and craft stalls, games of all kinds for children and even a tea garden, among other attractions. Kite properties include (1) two pairs of consecutive, congruent sides, (2) congruent non-vertex angles and (3) perpendicular diagonals. It's an opportunity to get out together into the fresh air and spend some time looking up for a change, at the amazing sight in the sky, rather than looking down at a screen! Then there are the more traditional ones with sticks in them – though they are made with high-tech materials such as carbon fibre and ripstop nylon and are not at all like the ones we knew as kids.Īt the festival there will be fun for the whole family. Some of the kites are as large as 30 metres – three-dimensional inflated flights of fantasy. Kite festivals are held around the world and are spectacles of kites of all shapes. (c) Diagonals bisect each other at right angles. (b) There is only one pair of angles that are equal. If you are familiar with these concepts, you can skip them and go directly to the proof.KARATARA NEWS – The annual Garden Route Kite Festival (previously the Eden Kite Festival) is making a return this year for its sixth edition, and will be held once more in Karatara. Its properties are (a) There are two pairs of adjacent sides that are equal. These concepts are isometries particulary reflection and translation, properties of kites, and the transitive property of congruence. Recall that the theorem states that if three corresponding sides of a triangle are congruent, then the two triangles are congruent.īefore proving the SSS Congruence theorem, we need to understand several concepts that are pre-requisite to its proof. In this post, we are going to prove the SSS Congruence Theorem. All of other postulates mentioned in textbooks aside from these five are really theorems without proofs. However, let us note that strictly speaking, in Euclidean Geomtery (the Geometry that we learn in high school), there are only five postulates and no others.
This is because their proofs are complicated for high school students. Many high textbooks consider the congruence theorems (SSS Congruence Theorem, SAS Congruence Theorem, ASA Congruence Theorem) as postulates.
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