In the given graph, \[\Delta ABC\] and \[\Delta ABD\] are equilateral triangles. Find the respective coordinates of points \[C\] and\[D\].

\[\left( a\sqrt{3},\,\,0 \right)\left( -a\sqrt{3},\,\,0 \right)\]

\[\left( 0,\,\,a\sqrt{3} \right)\left( 0,\,\,a\sqrt{3} \right)\]

\[\left( 0,\,\,-a\sqrt{3} \right)\left( 0,\,\,a\sqrt{3} \right)\]

\[\left( 0,\,\,a\sqrt{3} \right)\left( 0,\,\,-a\sqrt{3} \right)\]

In the given graph, \[\Delta ABC\] and \[\Delta ABD\] are equilateral

1.	In the given graph, \[\Delta ABC\] and \[\Delta ABD\] are equilateral triangles. Find the respective coordinates of points \[C\] and\[D\].
A.	\[\left( 0,\,\,a\sqrt{3} \right)\left( 0,\,\,a\sqrt{3} \right)\]
B.	\[\left( 0,\,\,-a\sqrt{3} \right)\left( 0,\,\,a\sqrt{3} \right)\]
C.	\[\left( 0,\,\,a\sqrt{3} \right)\left( 0,\,\,-a\sqrt{3} \right)\]
D.	\[\left( a\sqrt{3},\,\,0 \right)\left( -a\sqrt{3},\,\,0 \right)\]
Answer» D. \[\left( a\sqrt{3},\,\,0 \right)\left( -a\sqrt{3},\,\,0 \right)\]

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In the given graph, \[\Delta ABC\] and \[\Delta ABD\] are equilateral triangles. Find the respective coordinates of points \[C\] and\[D\].

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