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Formula for area of triangles:
1/2*base*height
(
ns²
)/
4*cot(180/n)
√s(s-a)(s-b)(s-c)
Area =
rs
(where r
is inradius
)
1/2*product
of
opp. sides
* sinA
abc/4R
(where
R is circumradius
)
Median
:
a line joining mid point of a side
to the
opposite vertex
is known as
median
Properties:
A
median
divides triangle into
two equal
parts
A point where
three
medians intersect is known as
centroid
Centeroid
divides median into
2:1 ratio
Sum of squares of both sides =
2*(median)²
+
2(1/2 the third side)²
2(PG)² + 2[QR/2]²
= (PQ)² + (PR)²
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