Question
If a,b,c are the lengths of the perpendiculars dropped from a point inside on an equilateral triangle of side "p” on its sides, then find a+b+c
Answer: Option C
:
C
Let assume the point be centroid of the triangle.
The perpedicular distance from centroid to side of an equilateral triangle = √3p6
a+b+c = √3p2
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:
C
Let assume the point be centroid of the triangle.
The perpedicular distance from centroid to side of an equilateral triangle = √3p6
a+b+c = √3p2
Was this answer helpful ?
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