Question

In equilateral triangle with length d, find "central" point AP=BP=CP

Answer 1

Where is AP or BP or CP ?

Answer 2

the points are A=(0,0) B=(d, 0) and\[C=(\frac{d}{2}, \frac{d \sqrt{3}}{2})\]

Answer 3

I could split the triangle into three small triangles, does it help?? problem is, the three triangles are not right angle

Answer 4

draw an equilateral triangle with on of its vertices at origin and then consider the coordinates of other vertices be any variable then find the coordinates of central point

Answer 5

actually what phanta_seea did is absolutely correct

Answer 6

please help me to find the central point