$($ Fixed Income Securities $)$

Q$9$ PV$01$ stands for:

A$)$ Present value of a $1$ year bond

B$)$ Present value of a bond with a maturity below $1$ year

C$)$ Price value of a basis point

D$)$ Price value of a basic point

Q$10$

$\backslash$table$[[$Assets$,$Liabilities$],[,$Amount,Duration,Dusd $^($usd $),,$Amount,Duration,D $^($usd $)],[$Cash$,700,0,,$Deposits,$300,0,],[$ST loans,$750,0\mathrm{.}8,,$ST debt,$100,0\mathrm{.}5,],[$MT loans,$250,3,,$MT debt,$400,4,],[$LT loans,$700,12,,$LT Debt,$1000,8,],[$Total$,2400,,,$Total,$1800,,]]$

Using the above table, calculate the dollar duration of the bank's equity, the dollar duration of assets and the dollar duration of liabilities.

A$)100,9750,9650$

B$)-100,5\mathrm{.}36,4\mathrm{.}06$

C$)-5558\mathrm{.}67,5\mathrm{.}36,4\mathrm{.}06$

D$)12866\mathrm{.}7,-4\mathrm{.}06,5\mathrm{.}36$