Practical No.: 7 Date: 31/1/2014 Pg. No.:___7______
Practical Name: a) Draw a line segment of length 6.60m and draw perpendicular
bisector to line
segment.
Software used: Computer,
Software (GeoGebra)
Procedure:1) Open the GeoGebra, go to the view menu and click on the axes
option to get the clear screen.
2) Select the option Segment with given length from point tool and Click
anywhere in the Graphics View.
3) Now Click on the
Screen, a point A will appear with a pop up box asking for the length to be
entered. Enter the given value i.e 6.5 cm and then press OK button.
4) You will get the
line segment of the given length. Now to
draw the perpendicular bisector to the line segment, select the Perpendicular
bisector tool.
5) Click on the
Segment AB to draw its perpendicular bisector.
Result/Output: The Perpendicular bisector passes through the midpoint D.
Practical Name: b) Draw an angle with measurement 133 and bisect it.
Software used: Computer,
Software (GeoGebra)
Procedure:
1) Open the GeoGebra and go to the view menu, then click on the axes option to get the clear screen.
1) Open the GeoGebra and go to the view menu, then click on the axes option to get the clear screen.
2) Select the option of Angle with
given size.
3) Click on the screen after selecting 2 points , you will get a window in which you have to fill measure of angle i.e 133 and the direction( counter clockwise) by default it is counter clockwise.
4) Now select the Segment between Two Points tool and draw the line between the given points.
5) After joining the given points, select the Angle Bisector tool and click the points in sequence
3) Click on the screen after selecting 2 points , you will get a window in which you have to fill measure of angle i.e 133 and the direction( counter clockwise) by default it is counter clockwise.
4) Now select the Segment between Two Points tool and draw the line between the given points.
5) After joining the given points, select the Angle Bisector tool and click the points in sequence
Result/Output: You will get the angle
bisector at point B.
Remark:
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yo thanks
ReplyDeleteIs this for 10th B DBHS !!!
ReplyDeleteYes Stefan
DeleteThank u miss
ReplyDelete