Plotting_Coordinates_II This Clicker Grid Set is designed to reinforce graphing coordinates. Each page contains a grid and a list of four ordered pairs of coordinates. Pupils click on the grid to locate the coordinate points. If they are incorrect, a pop-up splat appears – click on the splat. If they locate one of the points, a pop-up grid appears with the four coordinates. Pupils must choose the correct coordinates. The coordinate point will then be placed on the grid. coordinates, co-ordinates, graphs, graphing Plotting Coordinates- II (0,0) (0,4) (2,0) (3,5) {cell.HTMLText} (0,5) (1,1) (2,1) (3,6) (2,3) (0,6) (3,3) (3,7) (0,7) (2,4) (4,1) (4,4) (5,5) (2,5) (4,2) (1,0) (2,0) (6,6) (4,3) (2,6) (3,0) (2,7) (7,7) (4,5) (4,0) (3,1) (4,6) (0,1) (0,2) (3,2) (4,7) (5,0) (0,3) (6,0) (5,1) (3,4) Plotting Coordinates II <HTML><HEAD> <STYLE>P { MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px } .crickcheckastype { BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom } .speechhighlight { COLOR: red } .speechhighlight FONT { COLOR: red } </STYLE> <META name=GENERATOR content="MSHTML 8.00.7601.17699"></HEAD> <BODY style="LINE-HEIGHT: normal; BACKGROUND-COLOR: white; FONT-STYLE: normal; ZOOM: 107%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: #000080; FONT-SIZE: 18pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0> <P><FONT class=c5speakingrange>In this g</FONT>ridset&nbsp;the student will graph coordinates.</P> <P><FONT size=4>&nbsp;&nbsp; </FONT></P> <P><FONT class=cfive1669>Each</FONT> page contains a grid and a list of four ordered pairs of coordinates.&nbsp; Students click on the appropriate coordinate points. <FONT class=cfive1669>If</FONT> they are incorrect, a pop-up splat appears – click on the splat.&nbsp; If they locate one of the 4 points, a pop-up grid appears with the four coordinates.&nbsp; If the student chooses the correct coordinates, the coordinate point will be placed on the grid.&nbsp; <FONT class=c5speakingrange>If they choose the incorrect one, they will be asked to "try again".</FONT></P> <P><FONT class=c5speakingrange>This activity supports the BC Ministry of Education's PLO for Mathematics Grade 6, Shape and Space: </FONT><SPAN lang=EN></P> <P><FONT class=c5speakingrange>- identify and plot points in the first quadrant of a Cartesian plane using whole number ordered pairs</FONT></P> <P><FONT class=c5speakingrange>*Please note: this activity is a variation of the activity, "Plotting Coordinates" that can be found on <A href="http://www.learninggrids.com">LearningGrids.</A></FONT><FONT class=c5speakingrange><A href="http://www.learninggrids.com">com</A>&nbsp;</FONT></SPAN><BR>&nbsp;</P></BODY></HTML> {cell.HTMLText} {2b1b6e3f-aab1-4b34-9ec4-c00aa46290a5} Great job! That's it! Great work! fabulous! Perfect! terrific Excellent marvellous way to go! You've got it! Try again. That's it! wonderful! Bravo! Excellent work! super Excellent! you found it! that's the one! Marvellous great! amazing! way to go! super work! Right! Yes! That's it! Excellent! great work! terrific work Great. fabulous! sensational! wonderful marvellous! sensational! you found it! excellent work! super work! that's the one! marvellous! excellent work! You've found it! 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