Answer
See graph below.
Work Step by Step
The question ONLY asks for a graph of the polar equation.
Given $r =2 \sin 5θ$
Table of Values:
$(0, 0)$
$(1, \frac{\pi}{30})$
$(2, \frac{\pi}{10})$
$(1, \frac{5\pi}{30})$
$(0, \frac{\pi}{5})$
$(-1, \frac{7\pi}{30})$
$(-2, \frac{3\pi}{10})$
$(-1, \frac{11\pi}{30})$
Repeat the pattern until the angle goes back to $2\pi$
See graph below. It is in the shape of a flower/rose.
