Calculate the simple interest on a $$2500$ loan signed June $30,2000,$ with a maturity date of November $22,2000,$ and bearing interest at $9\mathrm{.}5\%$ per year.$$ Use exact time and ordinary interest.$$ Question $1$ options: $95\mathrm{.}6699\mathrm{.}029\mathrm{.}5595\mathrm{.}35$ Question $2($Mandatory$)(2$ points$)$ Listen Proceeds mean $....$ Question $2$ options: Money received after a note is sold at a discount rate Money received after a simmple interest rate of $3\%$ invested for $2$ years discount rate out of pocket money Question $3($Mandatory$)(2$ points$)$ Listen If a question gives you a dicount rate, which formula should you use? Question $3$ options: D$=$Sdt S$=$ P$(1+$rt$)$ S$=$P $+$ I I$=$Prt Question $4($Mandatory$)(2$ points$)$ Listen If you borrow $$3000$ for $24$ monnths at $4\mathrm{.}5\%$ discount rate, What are the givens? Question $4$ options: P$=3000$ d$=\mathrm{.}045$ t$=24$ P$=3000$ d$=\mathrm{.}45$ t$=24/12$ P$=3000$ r$=\mathrm{.}045$ t$=2$ S$=3000$ d$=\mathrm{.}045$ t$=24/12$ Question $5($Mandatory$)(2$ points$)$ Listen If you borrow $$3000$ for $24$ months at $4\mathrm{.}5\%$ discount rate, which formula do you use to find proceeds? Question $5$ options: S$=$P$91+$rt$)$ P$=$S$(1-$dt$)$ D$=$Sdt I$=$Prt Question $6($Mandatory$)(2$ points$)$ Listen If you borrow $$3000$ for $24$ months at $4\mathrm{.}5\%$ discount rate, what are the proceeds? Question $6$ options: $270300032702730$