Learning Goal:

To practice Problem$-$Solving Strategy $27\mathrm{.}1$: Magnetic Forces.

A particle with mass $1\mathrm{.}81103$ kgkg and a charge of $1\mathrm{.}22108$ CC has, at a given instant, a velocity v$=(3\mathrm{.}00104$m$/$s$)$j$^$v$=(3\mathrm{.}00104$m$/$s$)$j$^.$What are the magnitude and direction of the particle$$s acceleration $$produced by a uniform magnetic field B$=(1\mathrm{.}63$T$)$i$^+(0\mathrm{.}980$T$)$j$^$B$=(1\mathrm{.}63$T$)$i$^+(0\mathrm{.}980$T$)$j$^?$ Find the acceleration vector for the charge.

Enter the x$,$ y$,$ and z components of the acceleration in meters per second squared separated by commas.