In a school play ground, three sports incharge are sitting at positions located by
the points A, B and C on coordinate axes. Verify, these points form the vertices
of an equilateral triangle?
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if AB = AC = BC , then A , B & C are vertices of an equilateral triangle , other wise not
Step-by-step explanation:
three sports incharge are sitting at positions located by the points A, B and C on coordinate axes
A - (Ax , Ay)
B - (Bx , By)
C - (Cx , Cy)
Using distance formula we will find Distance between
(A , B ) , ( A , C) & ( B , C)
AB = √(Ax - Bx)² + (Ay - By)²
AC = √(Ax - Cx)² + (Ay - Cy)²
BC = √(Bx - Cx)² + (By - Cy)²
if AB = AC = BC
then A , B & C are vertices of an equilateral triangle
other wise not
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