What similarity theorem can be used to say that the two triangles below are similar?

What similarity theorem can be used to say that the two triangles below are similar:
Given:

a)AA
b)SAS
c)SSS
d)ASA
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Corben Pittman
From the figure, in we have
$AR\sim AM$
$\mathrm{\angle }PAR\sim \mathrm{\angle }XAM$ (Vertically opposite angle)
$AP\sim AX$
$⇒\mathrm{△}APR\sim \mathrm{△}AXM$ (SAS Theorem)
Hence option (b) is the correct answer.