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Relation between O,G,C

In triangle A...

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In triangle ABC, the equation of side BC is y=x. The centroid of Triangle ABC is (8,3) and Circumcentre id (9,3). if the circumradius of Triangle is R, then R/root 5 =

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Q. In a triangle

A B C,

R (b + c) = a \sqrt{b c},

R

is the circumradius and

a, b, c

are the sides of triangle

A B C .

Then the triangle is

A B C

, the equation of side

B C

x - y = 0

. Circumcentre and orthocentre of the triangle are

(2, 3)

(5, 8)

respectively. Equation of circumcircle of the triangle is

r

R

be the inradius and the circumradius of a

△ A B C

θ

be the angle between the line joining the incentre and the circumcentre of the

△ A B C

B C

θ

Q. In a triangle ABC

a = 5, b = 4

c = 3

. 'G' is the centroid of the triangle. Circumradius of triangle GAB is equal to

Δ

A B C

the sides opposite to angles

A, B, C

a, b, c

A B C, a = 5, b = 4,

c = 3

G

is the centroid of the triangle.

Then the Circumradius of triangle

G A B

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Relation between O,G,C

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