$12.$ OHaganBooks.com is seeking a $$290,000$ loan to finance its continuing losses. One of the best deals available is offered by Industrial Bank, which offers a $10-$year $3\mathrm{.}5\%$ loan. What would the monthly payments be for this loan?$($Assume interest is compounded monthly. Round your answer to the nearest cent.$)$Relaunch to update :Need Help?Read ItSubmit Answe

$13.[-/1$ Points$]$DETAILSMY NOTESWANEFM$72.$R$\mathrm{.}041.$ASK YOUR TEACHERPRACTICE ANOTHEROHaganBooks.com is seeking a $$250,000$ loan to finance its continuing losses. One of the best deals available is offered by Industrial Bank, which offers a $10-$year $7\mathrm{.}5\%$ loan.OHaganBooks.com can afford to pay only $$2,500$ per month to service its debt. What, to the nearest dollar, is the largest amount the company can borrow from Industrial Bank? $($Assume interest is compounded monthly.$)$Need Help?Submit Answe

$14.[-/1$ Points$]$DETAILSMY NOTESWANEFM$72.$R$\mathrm{.}045.$ASK YOUR TEACHERPRACTICE ANOTHEROHaganBooks.com has just introduced a retirement package for its employees. Under the annuity plan operated by Sleepy Hollow, the monthly contribution by the company on behalf of each employee is $$800.$ Each employee can then supplement that amount through payroll deductions. The current rate of return of Sleepy Hollow's retirement fund is $7\mathrm{.}9\%.$Jane Callahan, the website developer at HaganBooks.com, plans to retire in $10$ years. She contributes $$1,000$ per month to the plan $($in addition to the company contribution of $$800).$ Currently, there is $$50,000$ in her retirement annuity. How much $($to the nearest dollar$)$ will it be worth when she retires? $($Assume interest is compounded monthly.$)$Need Help?Submit Answe

$15.[-/1$ Points$]$Read ItDETAILSMY NOTESWANEFM$72.$R$\mathrm{.}053.$ASK YOUR TEACHERPRACTICE ANOTHERJane Callahan is quite pleased with herself; $1$ year ago she purchased a $$30,000$ government bond paying $7\mathrm{.}2\%$ per year $($with interest paid every $6$ months$)$ and maturing in $10$ years, and interest rates have come down since then.The current interest rate on $10-$year government bonds is $6\mathrm{.}2\%.$ If she were to auction the bond at the current interest rate, how much would she get? $($Round your answer to the nearest cent.$)$