As discussed in the chapter, abnormal earnings $($AE$)$ are AE$\_($t$)=$x$\_($t$)-($r$\_($e$)\backslash$times BV$\_($t$-1))$ where x$\_($t$)$ is the firm's net income, r$\_($e$)$ is the cost of equity capital, and Bv$\_($t$-1)$ is the book value of equity at t$-1.$ Following are x$\_($t$),$BV$\_($t$-1),$ and r$\_($e$)$ for two firms. Required: Calculate each firm's AE$\_($t$)$ each year from $20$X$1$ to $20$X$5.($Round your final answers to the nearest whole dollar. Negative abnormal earnings should be indicated with a minus sign.$)$ Was Company B better managed over the $20$X$1-20$X$5$ period? Is Company B likely to be the better stock investment in $20$X$6$ and beyond?