Prove that the points (2 a, 4a) (2a, 6a) and (2a+√3a, 5a)are the vertices of an equilateral triangle

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Prove that the points (2a,4a), (2a,6a) and (2a+√3a,5a) are the vertices of equilateral triangle. Prove that the points (2a,4a), (2a,6a) and (2a+√3a,5a) are the vertices of equilateral triangle.
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(i) Prove that the points (2a, 4a), (2a, 6a) and (2a +sqrt(3a) , 5a) are the vertices of an equilate (i) Prove that the points (2a, 4a), (2a, 6a) and (2a +sqrt(3a) , 5a) are the vertices of an equilate
show that the points form a equilateral triangle show that the points form a equilateral triangle
Geometry Theorems Geometry Theorems
Show that (a, a), (-a, -a) (-√3a, √3a) are vertices of an equilateral triangle Show that (a, a), (-a, -a) (-√3a, √3a) are vertices of an equilateral triangle