For a $$138,000$ fully amortized $6\mathrm{.}1\%($compounded annually$)$ bank loan with $12$ yearend payments, complete the start of the amortization schedule by finding the values for A through $F$ below

$\backslash$table$[[$Year$,$Beginning,PMT$,$Interest,Principle Reduction,Ending$],[1,$A$,$B$,$C$,$D$,$E$],[2,$F$,,,,]]$

$A=138,000,B=16,551,C=8,418,D=8,133,E=129,867,F=113,317$

$A=138,000,B=16,551,C=8,418,D=8,133,E=129,867,F=129,867$

$A=138,000,B=16,551,C=8,418,D=8,133,E=134,879,F=134,879$

$A=138,000,B=8,418,C=4,209,D=4,209,E=129,582,F=129,582$

$A=126,454,B=16,551,C=8,418,D=8,133,E=134,872,F=123,327$