Circle A (shown), a circle with its center at $(-2,0)$ and a radius of $3$, is defined by the equation $(x+2{)}^2+y^2=9$. Circle B (not shown) is the result of reflecting circle A across the y-axis, then shifting it up $5$ units, and finally increasing its radius so that the radius of circle B is $3$ times the radius of circle A. Which equation defines circle B ?