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A car is purchased with a 48 month and 9%/year compounding monthly rate with an initial...

A car is purchased with a 48 month and 9%/year compounding monthly rate with an initial balance of $15000. What is the balance due halfway through the 4 years?

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Answer #1

As per table we can see the principal balance after 24 months is 8170.68

rincipa Interest rate(montl Years months Monthly Payment 15,000.00 0.75% 4 1 Principal Interest rate(monthly) : 2 3 Years 5 Monthly Payment 6 Period 15000 -9%/12 4 -B3 12 -PMT B2,B4,B1,0,0 Monthly Payment Principal Interest lance $373.28 Monthly Payment Princip Interest Balance 15,000.00 $373.28 260.78 112.50 14,739.2270 373.28262.73 110.54 14,476.49 $373.28 264.70 108.57 14,211.79 $373.28 266.69 106.59 13,945.10 $373.28 268.69 104.59 13,676.42 12 5 $373.28 270.70 102.57 13,405.71 13 6 $373.28272.73 100.54 13,132.98 S373.28274.78 98.50 1 S373.28276.84 96.44 12,581.36 S373.28278.92 94.36 12,302.45 373.28281.01 92.27 12,021.4419 12 373.28283.11 $373.28 285.24 88.04 11,453.09 $373.28287.38 85.90 11,165.71 S373.28289.53 83.74 10,876.18 24 17 $373.28 291.70 81.57 10,584.47 25 18 $373.28 293.89 $373.28 296.10 $373.28 298.32 S373.28300.55 .72 9,395.6130 23 373.28302.81 $373.28 305.08 $373.28 307.37 $373.28 309.67 63.60 8,170.68 B10-D10 E9 $B$2 E9-C10 B11-D11 E10 $B$2-E10-C11 B12-D12 -E11 SBS2 -E11-C12 B13-D13 -E12 $B$2E12-C13 B14-D14E13 $BS2E13-C14 B15-D15 E14 $B$2-E14-C15 B16-D16 -E15SBS2E15-C16 B17-D17 E16 $B$2E16-C17 B18-D18-E17 $BS2E17-C18 -819-D19 |-Е 18*SBS2-E18-C19 | B20-D20 -E19 SBS2 -E19-C20 B21-D21-E20 $B$2E20-C21 B22-D22E21 $BS2E21-C22 B23-D23 E22 $B$2-E22-C23 B24-D24-E23 SBS2 -E23-C24 B25-D25E24 $B$2E24-C25 B26-D26 E25 $BS2 E25-C26 B27-D27 E26 $B$2E26-C27 B28-D28-E27*SBS2-E27-C28 B29-D29 -E28 $B$2E28-C29 B30-D30 E29 $BS2 E29-C30 B31-D31 E30 $B$2E30-C31 4 $B$5 8 12,858.20$158 9 90.16 11,738.33 22 15 79.38 10,290.58 9,994.49 9,696.17 $B$5 9,092.81 8,787.73 8,480.36 21 68.20

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