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Draw a regular pentagon and construct a square with area equal to the area of the pentagon.Also draw regular hexagon ,heptagon,octagon and their respective squares with area to the polygons.
Draw a triangle of sides 4,5,6 cm draw a squrae of the same area.
Draw a quadrilateral of sides 2cm ,3cm,4cm,6cm and diagonal 5cm. Draw a square with area equal to that of the quadrilateral .How can we construct such a figure?
If the opposite sides of a cyclic quadrilateral are extended to meet, say at points E and F, then the internal angle bisectors of the angles formed at points E and F are perpendicular.
The sides of a triangle are in the ratio 3:4:5
a) Where is its circumcentre located?
b) Into how many arcs do the sides of the triangle divide the circumcircle
c) What is theratio of the sum of the central angles of the shorter arcs and the cental angle of the longest arc?
"If the opposite sides .......points E and F are perpendicular".(,properties of cyclic quadrilaterals)What is ment by this?
Draw a rectangle of sides 5cm 4cm and draw a square of same area.
What is SIMSON`S theory ? (related to point on the circum circle of a triangle)can i have a detailed veiw on it please?
Draw a quadrilatral of sides 4,5,6,7cm and digonal 5cm and draw a square equql area?
draw a triangle of sides of 4,5,6 cms and draw a square of the same area
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