1. The presentation discusses different types of quadrilaterals including rectangle, square, parallelogram, rhombus, trapezium, and isosceles trapezium. 2. It provides definitions and characteristics for each type of quadrilateral such as having sides of equal length or having parallel sides. 3. The key properties listed for each quadrilateral shape include the length and parallelism of sides and equality of angles.

1. POWER POINT
PRESENTATION
Submitted by
SHARAN M.R.
B.Ed Mathematics
Reg. No. 13971018
KUCTE, Kumarapuram

2. NXpÀ`p-P-§Ä
Hcp NXpÀ`p-P-¯nsâ Hcp aqe-bn tNcp¶
cp hi-§sf kao-]-h-i-§Ä F¶v ]d-bp-¶p.
aäp cp hi-§sf FXnÀh-i-§Ä F¶v ]d-bp-¶p.

3. hnhn[ Xc-¯n-epÅ NXpÀ`p-P-
§Ä
NXpcw
ka-N-Xpcw
kmam-´-cnIw
Ka-`p-P-km-am-´-cnIw
ew_Iw
Ka-]mÀiz ew_Iw

4. NXpcw (Rectangle)
FXnÀh-i-§Ä¡v Htc ofw
FXnÀh-i-§Ä kam-´cw
tImWp-I-sfÃmw a«w

5. kaNXpcw (SQUARE)
h-i-§sfÃmw Htc ofw
tImWp-I-sfÃmw a«w

6. kmam-´-cnIw (Parallelogram)
FXnÀh-i-§Ä¡v Htc ofw
FXnÀh-i-§Ä kam-´cw
FXnÀtImWp-I-Ä Xpeyw

7. ka-`pPkmam-´-cnIw (Rhombus)
h-i-§sfÃmw Htc ofw
FXnÀh-i-§Ä kam-´cw
FXnÀtImWp-I-Ä Xpeyw

8. ew_Iw (Trapezium)
Hcp tPmSn FXnÀh-i-§Ä am{Xw
kam-´cw

9. ka]mÀizew_Iw (Isosceles
Trapezium)
Hcp tPmSn FXnÀh-i-§Ä am{Xw kam-´cw
kam-´-c-§-f-Ãm¯ FXnÀh-i-§Ä¡v Htc ofw