A Given \[AB=3\text{ }cm,\text{ }AC=5\text{ }cm,\]and \[\angle B={{30}^{o}},\] \[\Delta ABC\] cannot be uniquely constructed, with AC as base, why?

The vertex A coincides with the vertex C.

Two sides and included angle are given.

The other two angles are not given.

The vertex B cannot be uniquely located.

A Given \[AB=3\text{ }cm,\text{ }AC=5\text{ }cm,\]and \[\angle B={{30}

1.	A Given \[AB=3\text{ }cm,\text{ }AC=5\text{ }cm,\]and \[\angle B={{30}^{o}},\] \[\Delta ABC\] cannot be uniquely constructed, with AC as base, why?
A.	Two sides and included angle are given.
B.	The other two angles are not given.
C.	The vertex B cannot be uniquely located.
D.	The vertex A coincides with the vertex C.
Answer» D. The vertex A coincides with the vertex C.

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A Given \[AB=3\text{ }cm,\text{ }AC=5\text{ }cm,\]and \[\angle B={{30}^{o}},\] \[\Delta ABC\] cannot be uniquely constructed, with AC as base, why?

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