The length of an altitude of an equilateral triangle having side length of 6 cm is 2√6 cm
True
False
Altitude will divide BC equally at D.
In right-angled triangle ABD
AB2=AD2+BD2⇒ AD2=AB2−BD2AD2=62−32=36−9=24⇒AD=2√6 cm
The length of an altitude of an equilateral triangle having side length of 6 cm is 2√6 cm.