Given AB = 3 cm, AC = 5.2 cm, and = 35^∘. cannot be uniquely cons… - Vidyadip

MCQ

Given $AB = 3\ cm, AC = 5.2\ cm$, and $\angle\text{B} = 35^∘.$ $\angle\text{ABC}$ 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.
✓
The vertex $A$ coincides with the vertex $C$.

✓

Answer

Correct option: D.

The vertex $A$ coincides with the vertex $C$.

Use $RHS$ property to Contruct the Ale as. Shown:

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