Gce Model Questions Vol1 2019 Civic Education Question 31

A driver commits three offences on the same day: (1) exceeding the speed limit of 80 km/h by 20%, (2) running a red light, and (3) illegal parking in a disabled bay. The penalty rules are: for speed excess, the fine is a base of \(10{,}000\) Naira plus \(5\%\) of the base for each 5\% of speed over the limit beyond the first 10\%; for a red‑light offence, the fine is \(15{,}000\) Naira plus \(2{,}000\) Naira for each prior offence that day; for illegal parking, the fine is \(5{,}000\) Naira, but if the driver has any prior offence that day the fine is doubled. If the total fine exceeds \(30{,}000\) Naira, a 10\% discount is granted for payment within seven days. What is the total amount the driver must pay if he pays within the discount period?