MEP Jamaica: STRAND I UNIT 33 Congruence and Similarity: CSEC Revision Test UNIT 33 Congruence and Similarity 1. CSEC Revision Test The diagram shows the side view of a children’s climbing frame. The frame is symmetrical about DH. C D E The bars AG‚ BF and CE are parallel. Angle HAB = 72° B F I 72˚ (a) What is the size of angle CBI? (b) The bar BH bisects the angle ABI. (i) (c) 2. G H A (1 mark) What is the size of angle IBH? (1 mark) What is the size of angle FHG? (1 mark)
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Euclid of Alexandria. His fame comes from his writings‚ in particular his masterpiece‚ The Elements‚ the long studied thirteen volume work on geometry and number theory. Except for the Bible‚ no other book has been so widely translated and circulated. It is undoubtedly the best mathematic text ever written and made him known to all as "the father of geometry."� As legendary as his work is to the world‚ his personal like if just the opposite. There is very little known about his life. In fact‚ his
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and geometry playing equal parts. In a similar manner‚ algebraic formulas can also be derived from geometric diagrams. A good example would be the conics. One can’t imagine the conics without their respective geometric diagrams. Not only is geometry tied into algebra in that sense‚ but the fact that the curves had been under scrutiny by the Greeks‚ the greatest exponents of geometry‚ shows their inclination toward some algebra. Numerical approximations for pi also heavily featured geometry in
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things such as human and animal. In order to inhibit worshipping idol other than worshipping Allah subahanahuwataala. Basically the art of Islam can define as merge of science and mathematics learnings. In this content we will be more focing on geometry form and how an arc growth. Keywords: pictorial‚ icon‚ form‚ geometric‚and arc. 1. Introduction Islamic Ornament can be categorized in 3 different ways. There are geometric patterns‚ stylized forms and the arabesques. Based on Anness Publishing
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Descartes’ influence in mathematics is equally apparent; the Cartesian coordinate system — allowing reference to a point in space as a set of numbers‚ and allowing algebraic equations to be expressed as geometric shapes in a two-dimensional coordinate system (and conversely‚ shapes to be described as equations) — was named after him. He is credited as the father of analytical geometry‚ the bridge between algebra and geometry‚ crucial to the discovery of infinitesimal calculus and analysis. Descartes
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Theorem” and Einstein’s equations‚ my previous perceptions changed drastically under the pressure of these simple but powerful notions. Following that impact‚ it became crucial for me to keep track of new advances in the field of geometry. Delving into the depths of geometry‚ I came to appreciate its connections with many topics which appeared unrelated at first sight. One of these connections‚ namely to Groups and Symmetries‚ became my the topic of my undergraduate thesis. The Classification of the
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The theorist I selected is Betty Neuman. The theory’s historical background is extensive and has evolved over the years. According to www.nursingtheories.org it states “Neumann developed her Systems Model Theory in 1972 with the book entitled The Neuman Systems Model: Application to Nursing Education and Practice which included the Nursing process format & care plans included. In 1989 the book The Neuman Systems Model‚ 2nd ed. Created environment added to expand concept of environment. Spiritual
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A DETAILED LESSON PLAN IN MATHEMATICS V I.Objectives A. Visualize‚ identify and describe 3-4 sided polygons B. Draw 3-4 sided polygons C. Identify different geometric figures D. Observe patience and discipline in doing assigned works E. Work cooperatively and collaboratively in all activities II.Subject Matter Topic: Visualizing 3-4-Sided Polygons Reference: BEC-PELC III.1 Materials: manila paper‚ cartolina‚ marker‚ cut-outs of polygons Strategy: Interactive Teaching Strategy Values:
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[pic] In 1925‚ E.W. Burgess presented an urban land use model‚ which divided cities in a set of concentric circles expanding from the downtown to the suburbs. This representation was built from Burgess’s observations of a number of American cities‚ notably Chicago. According to this model‚ a large city is divided in concentric zones with a tendency of each inner zone to expand in the other zone. Urban growth is thus a process of expansion and reconversion of land uses. For instance on
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COMP-274 Laboratory 5 Description of the Problem Write a program that draws a series of eight concentric circles. The circles should be separated by 10 pixels. Use the drawArc method. Sample Output Program Template 1 // Lab 5 Circles.java 2 // This program draws concentric circles 3 import java.awt.*; 4 import java.awt.event.*; 5 import javax.swing.*; 6 7 public class Circles extends JFrame { 8 9 // constructor 10 public Circles() 11 { 12 super( "Circles" ); 13 setSize(
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