As all of you know that gradually SSC is increasing the weightage of the Geometry (See the below table) , thus gaining a prominent place in the maths section. Moreover, because of the complexity and diversity of the problem area usually it become a tough nut to crack for the aspirants.
But truly speaking with a little bit knowledge of some basic formula one is able to solve easily more than 75% of the problems.
Type | 2010 | 2011 | 2012 |
Geometry | 14 | 10 | 27 |
Facts about Polygon
Some of all angles of polygon with 'n' side= (2n-4)*90
Sum of Interior and exterior angles of a polygon= I+E=180
Each Exterior angle=360/n
Each Interior angle =180-360/n
Triangle Properties
Assume a Tringle having sides a,b,c where
R= Circum Radius : r= Inradius ; s=(a+b+c)/2 ; A= Area of triangle
Sine Rule : a/SinA=b/SinB=c/SinC= 2R
Cosine Rule : a2=b2+c2 -2bcCosA
Area : 1/2 bcSinA
Important Formula : abc/4A=R and r=A/s one of the favorite formula of examiners.
For Equilateral Triangle
Area | Height | R | r |
Sqrt3/4 side*2 | Sqrt3/2 side | Side/Sqrt3 | Side/2Sqrt3 |
OrthoCenter Meeting point of all altitudes
angle BOC + angle A = 180 = angle C + angle AOB
Incenter angle BOC = 1/2 angle A + 90
thank u for the informative article
ReplyDeleteCan u plz upload previous year papers also..
ReplyDeleteNice update. Diagrammatic illustrations along with formulas will be highly appreciated.
ReplyDelete