Calculating Angular Speed of an Alpha-Particle in a Magnetic Field

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An alpha-particle is the nucleus of a helium atom; the orbiting electrons are missing. The alpha-particle contains two protons and two neutrons, and has a mass of 6.64x10^-27 kg. Suppose an alpha-particle is accelerated from rest through a potential difference and then enters a region where its velocity is perpendicular to a 0.0195 T magnetic field. With what angular speed w does the alpha-particle move on its circular path?

B = 0.0195 T
m = 6.64x10^-27 kg
w = ? rad/s

I did this:
v = rw
w = v/r
r = mv/qB
qB/m = v/r
w = qB/m

how ever I am stuck on what is q?
 
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your work looks right to me.

neutrons have 0 charge. protons have [tex]1.602*10^{-19}C[/tex] charge. so for your problem q is [tex]2*1.602*10^{-19}C[/tex]