Nicole initially borrowed $3,100 from Tangerine Bank at 4.77% compounded quarterly. After 2 years she repaid $1,271, then 6 years after the $3,100 was initially borrowed she repaid $1,147. If she pays off the debt 11 years after the $3,100 was initially borrowed, how much should her final payment be to clear the debt completely? Round all answers to two decimal places if necessary. P/Y = C/Y = N = I/Y = % PV = $ PMT = $ FV = $

Amount owed after 2 years = $ (enter a positive value) Amount owed after the first payment of $1,271 (enter a positive value): $

P/Y = C/Y = N = I/Y = % PV = $ PMT = $ FV = $

Amount owed after 6 years = $ (enter a positive value) Amount owed after the second payment of $1,147 (enter a positive value): $

P/Y = C/Y = N = I/Y = % PV = $ PMT = $ FV = $ Final payment (after 11 years); (enter a positive value) $