In equilateral triangle ABC, AD perpendicular BC and BC = x cm. Find in terms of x, the length of AD.
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Answer:
If AD is perpendicular to BC, then AD is a median of Triangle ABC.
As we know that median divides the triangle in two halves.
ATQ,
BC= xcm(given)
In Triangle ABC (equilateral triangle)
AB=BC=AC= xcm
AB+BC+AC=180
x+x+x=180
3x=180
x=180/3
x=60 cm
From above statement, we can write
AD=BC/2
AD=x/2
AD=60/2
AD=30 cm
Hence, the value of AD is 30cm
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