PPT-Square, Squaring and Parabolas

Objective Students will be able to solve problems where the variable is squared and understand more about the quadric function Graph We talked about last unit Parabola When solving a squared problem we are looking for where the graph crosses the x axis. Applications Advantages Commonly used when fastening bolts through the flanges of I beams Material Washers shall be made from a carbon steel which conforms to the following chemical composition requirements heat analysis Phosphorus 0040 maximum Sulf PalmistryIs a method of interpreting the shape of the hand and the lines of the palm, to project the character and possible life experiences of an individual. The science is divided into two broad ar p = 4k – 1 asymmetry theorem . for quadratic residues . by Jim Adams . Sources. Part I: Mathematics – Number Theory item 2A in www.jimhadams.com.. Part II: Mathematics – Number Theory item 2B.. the . circle. Jeu de la corde - Instructions. Animation. Placer les participants en ligne et donner la corde. Donner les instructions. Faire fermer les yeux. Donner l’objectif. Instructions. Garder les yeux fermés. Date: ____________. Parabolas. Parabola—Set of all points in a plane that are the same distance from a given point called the focus and a given line called the . directrix. .. Vertex. Focus. Directrix. We already know A LOT about parabolas. 2 forms (standard and vertex). How to find Vertex (. h,k. ) or (-b/2a). Axis of Symmetry. Characteristics. Many ways to solve their equations. Solutions are x intercepts. Lesson 2: Section 11.1 (part 2). objectives. Check the Random, Large Sample Size, and Independent conditions before performing a chi-square test.. Use a chi-square goodness-of-fit test to determine whether sample data are consistent with a specified distribution of a categorical variable. Q560: Experimental Methods in Cognitive Science. Lecture 14. The . Tolman. /Hull Debate (1946). Can animals create . “. cognitive maps. ”. or are they purely stimulus-response learners? This was a . Parabolas. The graph of a quadratic equation. Comprised of several parts. Vertex. Axis of Symmetry. X-. interceptS. (maybe?). Y – intercept . Axis of Symmetry . The central line that splits the middle of the parabola. Parabolas are shaped like a U or C. Parabolas. Equations -. y-k . = a(x - h). 2. . opens up if a > 0, opens down if a < 0.. x-h. . = a(y - k). 2. . opens right if a > 0, opens left if a < 0.. Valerie Belew . History of Parabolas . Menaechmus. (380 BC - 320 BC) found the parabola. Apollonius (262 BC - 190 BC) named the parabola. Pappus. (290 - 350) found the focus and . directrix. of the parabola. \r\f  ARGET FORFET. SHIN. E. A. T. SUM. ENP. NICELP. OKBO. URREL. BURREB. Anagrams. What do I need to bring to every . maths. lesson?. PEN. PENCIL. BOOK. RULER. RUBBER. CALCULATOR. PROTRACTOR. COMPASS. GREAT EFFORT. Square. Squaring the Rectangle. Convince yourself that the two quadrilaterals have the same area. . Given a rectangle such as this how would you construct the square of the same area?. Keep watching to get some clues!.