Translating A Polygon

Read the directions and complete the problems.
[br]Step 1: Create a polygon with vertices as described below. [br]          A(1, 2) , B(3, 5), and C(6, 3) [br]  [br]Step 2: Click [icon]/images/ggb/toolbar/mode_mirroratline.png[/icon] (button 8) [br]Step 3: Choose Translate by Vector [icon]/images/ggb/toolbar/mode_vectorfrompoint.png[/icon]. [br][br]Step 4: Translate the polygon[br] a) Click the polygon itself[br] b) Click point A.  A "ray" will appear.  This ray is a vector.  [br] c) Click on a second point that moves the same left/right direction and up/down direction as the rule.  Move the ray so that a second point is created.  [br]  For example: if your rule is T<-4, 3>([math]\bigtriangleup[/math]ABC), you will move the second point left 4 and  up 3 from point A.  [br][br]Step 5: When you've completed step 4, a translated triangle will automatically generate.  [br][br]Step 6: Move point A' around.  You will notice that the image moves according to the vector. [br][br][b]Problem #1: T<-4, 3>([/b][math]\bigtriangleup[/math][b]ABC)[br][br]Problem #2: T<5, 7>([/b][math]\bigtriangleup[/math][b]ABC)[br][br]*Perform each transformation within this applet.  [br][br][/b]**Take a screen shot of your work (you will have problem #1 and problem #2 on one screenshot.)  Insert it into the appropriate google slide.  [br]***Geogebra will NOT save your work!!!!

Information: Translating A Polygon