Answer
SSA, No Triangle
Work Step by Step
Law of sines: $\dfrac{\sin A}{a}=\dfrac{\sin B}{b}$
From the given measurements and information it can be seen that we have two angles and one side which corresponds to $SSA$ configuration.
Also, $\dfrac{\sin 52^{\circ}}{32}=\dfrac{\sin B}{42^{\circ}}$
This gives: $\sin B\approx 1.0343$
The sine of any angle cannot be more than $1$, so this information yields that there in No triangle.
Hence: Configuration is: SSA, No Triangle.
