Camptown Togs, Inc., a children's clothing manufacturer, has always found payroll processing to be costly because it must be done by a clerk. The number of piece$-$goods coupons received by each employee is collected and the types of tasks performed by each employee are calculated. Not long ago, an industrial engineer designed a system that partially automates the process by means of a scanner that reads the piece$-$goods coupons. Management is enthusiastic about this system, because it utilizes some personal computer systems that were purchased recently. It is expected that this new automated system will save $$31,000$ per year in labor. The new system will cost about $$24,000$ to build and test prior to operation. It is expected that operating costs, including income taxes, will be about $$5,000$ per year. The system will have a five$-$year useful life. The expected net salvage value of the system is estimated to be $$5,000.$including income taxes, will be about $$5,000$ per year. The system will have a five$-$year useful life. The expected net salvage value of the system is $$5,000.$Camptown Togs, Inc., a children's clothing manufacturer, has always found payroll processing to be costly because it must be done by a clerk. The number of piece$-$goods coupons received by

each employee is collected and the types of tasks performed by each employee are calculated. Not long ago, an industrial engineer designed a system that partially automates the process by

means of a scanner that reads the piece$-$goods coupons. Management is enthusiastic about this system, because it utilizes some personal computer systems that were purchased recently. It is

expected that this new automated system will save $$31,000$ per year in labor. The new system will cost about $$24,000$ to build and test prior to operation. It is expected that operating costs,

including income taxes, will be about $$5,000$ per year. The system will have a five$-$year useful life. The expected net salvage value of the system is estimated to be $$5,000.$

Determine the Net Cash Inflows over the life of the project. Fill in the table below. $($Round to the nearest dollar.$)$

$a=-24,000,$

$b=26,000$

$c=26,000$

$d=26,000$

$e=26,000$

$f=31,000$

$a=-24,000,$

$b=30,000$

$c=30,000$

$d.30,000$

$e.30,000$

$f.28,000$

$a=-24,000$

$b=28,000$

$c=28,000$

$d=28,000$

$e.28,000$

$f.30,000$

$\backslash$table$[[$Year$,$Cash Outflows$],[0,a2$