Suppose that $a$, $b$ and $c$ are the sides of a right triangle, where side $a$ is across from angle $A$, side $b$ is across from angle $B$, and side $c$ is across from the right angle. If $a = 17$ and $B = 33^{\circ}$, find the missing sides and angles in this right triangle. All angles should be in degrees (not radians), and all trig functions entered will be evaluated in degrees (not radians).

(a) Side $b$ = help (numbers)

(b) Side $c$ = help (numbers)

(c) Angle $A$ = degrees help (angles)