Descriptors are provided below for six situations involving notes receivable being discounted at a bank. In each case, the maturity date of the note is December $31,2024,$ and the principal and interest are due at maturity. For each situation, determine the proceeds received from the bank on discounting the note.

Note: Do not round intermediate calculations. Round your final answers to the nearest whole dollar.

$\backslash$table$[[$Note$,$Note Face value,Date of Note,$\backslash$table$[[$Interest$],[$Fate$]],$bate Discounted,Discount Rate,Proceeds Received$],[1,5,$Duono,$37312424,67*,4354024,$B$*,],[2,,86$ ono,$32172024,($tiv$),$Matrava,Bu$,],[2,,$ta$\mathrm{.}0$uo$,331120204,$utat,H$3$t$2$u$24,104$ the,$],[4,,$thetofo,$4302024,47,1$w$31$atioa,$84,],[5,,304000,6302024,4,1$Neblimes,${14}^4,],[$t$,,200000,53072024,4,11$matuent,$634,]]$

Descriptors are provided below for six situations involving notes receivable being discounted at a bank. In each case, the maturity date of the note is December $31,2024,$ and the principal and interest are due at maturity. For each situation, determine the proceeds eceived from the bank on discounting the note.

Note: Do not round Intermedlate calculations. Round your final answers to the nearest whole dollar.

$\backslash$table$[[$Note$,$Note Face Value,Date of Note,$\backslash$table$[[$Interest$],[$Rate$]],\backslash$table$[[$Date$],[$Discounted$]],$Discount Rate,Proceeds Received$],[1,$$ $80,000,3/31/2024,6\%,\frac{6}{3012024},8\%,],[1,80,000,3/31/2024,6\%,973012024,896,],[3,80,000,3/31/2024,6\%,\frac{9130}{2024},10\%,],[,100,000,6/30/2024,4\%,10312024,$B$\%$:$,],[5,100,000,6/30/2024,4\%,101312024,10\%,],[6,100,000,6/30/2024,40,113012024,80\%,]]$