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Math·Geometry and Trigonometry·Lines, angles, and triangles

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In triangle $ABC$, the measure of angle $A$ is $56^{\circ }$ and $AC=30$. In triangle $PQR$, the measure of angle $P$ is $56^{\circ }$ and $PR=90$.

Which additional piece of information is sufficient to prove that triangle $ABC$ is similar to triangle $PQR$?

A

$AB=20$ and $PQ=20$.

B

$AB=20$ and $QR=60$.

C

The measures of angle $B$ and angle $R$ are $48^{\circ }$ and $76^{\circ }$, respectively.

D

The measures of angle $B$ and angle $Q$ are $56^{\circ }$ and $48^{\circ }$, respectively.