Show that the points O(0,0), A(3, √(3)) and B(3,-√(3)) are the vertices of an equilateral triangl...

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Show that the points o(0 0) a(3 √3) and b(3 -√3) are the vertices of an equilateral triangle Show that the points o(0 0) a(3 √3) and b(3 -√3) are the vertices of an equilateral triangle
Show that the points O(0, 0), `A(3, sqrt(3)) \"and \"B(3, -sqrt(3))` are the vertices Show that the points O(0, 0), `A(3, sqrt(3)) \"and \"B(3, -sqrt(3))` are the vertices
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If points `O(0,0) A(3,sqrt(3)) and B(3,a)` are the vertices of an equilaterla triangle then a= If points `O(0,0) A(3,sqrt(3)) and B(3,a)` are the vertices of an equilaterla triangle then a=
X Co ordinate Geometry If two vertices of an equilateral triangle be 0, 0 and 3, √3, find the third X Co ordinate Geometry If two vertices of an equilateral triangle be 0, 0 and 3, √3, find the third
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If 0,0, 3, √3 and 3,k are three points of an equilateral triangle, then k =|Equilateral Triangle | If 0,0, 3, √3 and 3,k are three points of an equilateral triangle, then k =|Equilateral Triangle |