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Byju's Answer
Standard IX
Mathematics
Quadrilaterals
if one vertex...
Question
if one vertex of an equilateral triangle is 1 +i and centroid is at origin then find other two vertices of triangle.
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Q.
If the centroid and a vertex of an equilateral triangle are
(
2
,
3
)
and
(
4
,
3
)
respectively, then the other two vertices of the triangle are
Q.
One vertex of an equilateral triangle is at the origin and the other two vertices and given by
2
z
2
+
2
z
+
k
=
0
, then
k
is
Q.
If one vertex of an equilateral triangle of side
a
is origin and the other vertex lies on the line
x
−
√
3
y
=
0
, then the possible coordinates of the other two vertices of the triangle are
Q.
If origin,
1
−
√
3
i
represents two vertices of equilateral triangle, then its third vertex is
Q.
An equilateral triangle has its centroid at origin and one side is
x
+
y
−
1
=
0
then the vertex of the triangle not on the given side is
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