Ivanhoe Roofing is faced with a decision. The company relies very heavily on the use of its $60-$foot extension lift for work on large homes and commercial properties. Last year, Ivanhoe Roofing spent $$62,000$ refurbishing the lift. It has just determined that another $$52,000$ of repair work is required. Alternatively, it has found a newer used lift that is for sale for $$176,000.$ The company estimates that both lifts would have useful lives of $6$ years. The new lift is more efficient and thus would reduce operating expenses from $$94,000$ to $$62,000$ each year. Ivanhoe Roofing could also rent out the new lift for about $$8,000$ per year. The old lift is not suitable for rental. The old lift could currently be sold for $$20,000$ if the new lift is purchased. The new lift and old lift are estimated to have salvage values of zero if used for another $6$ years.

Prepare an incremental analysis showing whether the company should repair or replace the equipment. $($Enter negative amounts using either a negative sign preceding the number $($e$.$g$.,-45)$ or parentheses $($e$.$g$.,(45)).)$

$\backslash$table$[[,,\backslash$table$[[$Retain$],[$Equipment$]],,\backslash$table$[[$Replace$],[$Equipment$]],,$Increase $($Decrease$)],[$Operating expenses,$$,,$$$,,$$$,],[$Repair costs,,,,,,$],[$Rental revenue,,,,,,$],[$New machine cost,,,,,,$],[$Sale of old machine,,,,,,$],[$Total$,$$$,,$$$,,$$$,]]$

The equipment be replaced.