Answer:
Old car
Explanation:
To determine the cost of the old car over a five-year period, we need to calculate the cost of gas, insurance, and repairs for five years.
Gas cost per week = (275 miles / 21 miles per gallon) x $4.00 per gallon = $53.81
Gas cost per year = $53.81 x 52 weeks = $2,798.12
Gas cost for five years = $2,798.12 x 5 = $13,990.60
Insurance cost for five years = $600 x 5 = $3,000
Repairs cost for five years = $1,000 x 5 = $5,000
Total cost for old car over five years = $13,990.60 + $3,000 + $5,000 = $21,990.60
To determine the cost of the new car over a five-year period, we need to calculate the cost of the car plus the cost of gas and insurance for five years.
Cost of new car = $20,000
Gas cost per week = (275 miles / 47 miles per gallon) x $4.00 per gallon = $19.15
Gas cost per year = $19.15 x 52 weeks = $996.80
Gas cost for five years = $996.80 x 5 = $4,984.00
Insurance cost for five years = $800 x 5 = $4,000
Total cost for new car over five years = $20,000 + $4,984.00 + $4,000 = $28,984.00
Therefore, over a five-year period, it is less expensive to keep your old car, as it costs $21,990.60 compared to the cost of $28,984.00 for the new car.
However, there might be other factors to consider, such as the value of your time spent on repairs, the potential resale value of the new car, and any environmental factors related to the fuel efficiency of the new car.