Draw an equilateral ∆ABC of any size. Draw AD as its median and an altitude AM. (i) Does AD coincide with AM?

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In an equilateral triangle, the median and altitude drawn from the same vertex do coincide. Let's illustrate this: B / \ / \ / \ / D \ /---------\A M C In this equilateral triangle ABC, AD is the median drawn from vertex A to the midpoint of BC (denoted...
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In an equilateral triangle, the median and altitude drawn from the same vertex do coincide. Let's illustrate this: B / \ / \ / \ / D \ /---------\A M C In this equilateral triangle ABC, AD is the median drawn from vertex A to the midpoint of BC (denoted as D), and AM is the altitude drawn from vertex A perpendicular to BC (denoted as M). In an equilateral triangle, all medians are also altitudes. So, AD and AM coincide in this case. read less
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