ࡱ>  bjbj:: +RPP?RR R ''''8_,':7#"# #ݗߗߗߗߗߗߗߗ#####ߗ*|***#ݗ*#ݗ**L1O'Q(z=Z, 0:n*n*###R :   Lesson Context BIG PICTURE of this UNIT: mastery with algebraic skills to be used in our work with co-ordinate geometry (midpoint, length, slope) understanding various geometric properties of quadrilaterals & triangles how do you really prove that something is true? CONTEXT of this LESSON: Where weve been You know about geometric figures and now you know how to find a midpointWhere we are Becoming proficient with another analytical tool that we can use in co-ordinate geometry ( length Where we are heading How can I prove various geometric properties of quadrilaterals and triangles? Lesson Objectives: Exploring the midpoint of a line segment through dynamic geometry software (geogebra) Develop proficiency in analytic/algebraic determination of midpoints of line segments Apply the use of midpoints to problem solving questions Exploring Length through dynamic geometry software: geogebra Open Firefox, Explorer, Safari (but NOT CHROME) ( Using the following dynamic geometry applet ( HYPERLINK "http://www.geogebratube.org/student/m12412" http://www.geogebratube.org/student/m12412 ), (you may have to download JAVA) lets explore the length of a line segment Point A is fixed at (0,0) and move Point B (the first three B coordinates have been given to you. Record position of Point B and then aslo record the length of the segment ( Q? how can you determine the length of segment?  Point A(0,0)(0,0)(0,0)(0,0)(0,0)(0,0)Point B(8,6)(-15,8)(-12,-5)Length Q? how can you determine the length of segment? Now Point A will also move and you will also move Point B ( Record position of Points A and B and then aslo record the length of the segment ( Q? how can you determine the length of segment? Point A(2,5)(3,6)(-5,-4)(-2,-8)(3,7)(0,-7)Point B(4,7)(0,-2)(7,-1)(-8,6)(-4,2)(5,0)Length Q? how can you determine the length of segment? Working with the Formula The formula to find the length of a line segment between two points on a graph is  EMBED Equation.3  Determine the length of the line segment between  EMBED Equation.3  and  EMBED Equation.3  Determine the length of the line segment between  EMBED Equation.3  and  EMBED Equation.3  Determine the length of the line segment between  EMBED Equation.3  and  EMBED Equation.3  Determine the length of the line segment between  EMBED Equation.3  and  EMBED Equation.3  A helicopter is travelling from Town A to Town B. A grid is overlaid on the map of this region and Town A is at (-70,770) and Town B is at (220,490) & Town C is the origin. Draw a diagram that shows the three towns. Approximately how far did the helicopter travel? What assumption did you make about the route of the helicopter? Triangles can be classified according to the lengths of their sides (scalene, isosceles, equilateral). A given triangle has vertices at A(4,5), B(1,2) & C(6,1). Determine the lengths of all three sides and then classify the triangle type. Construct the triangle on GEOGEBRA. Where would you move point C such that you now had an isosceles triangle? CHALLENGE: Now Point A will be fixed at (16,-8) and you will have to move Point B to get to the requested length ( Record the final position B ( Q? how can you predict where Point B should be? Point A(16,-8) (16,-8) (16,-8) (16,-8) (16,-8) (16,-8) (16,-8) Length101317521.928.230Point B A line segment has an endpoint at  EMBED Equation.3  and has a length of 13 units. Determine the co-ordinate(s) of the other endpoint. Show the algebraic reasoning/work that leads to your conclusion. 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