Find the length of altitude of an equilateral triangle having side 2a.
Answers
Answered by
1
In ΔABD,
(AD)
2
=(2a)
2
−(a)
2
(AD)
2
=4a
2
−a
2
=3a
2
(AD)
2
=(2a)
2
−(a)
2
(AD)
2
=4a
2
−a
2
=3a
2
Answered by
4
In ΔABD,
(AD)^2=(2a)^2−(a)^2
(AD)^2=4a^2−a^2=3a^2
AD=√3a.
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