2019 Peugeot 508 2.0L Diesel · YA19 SXS

The 2019 Peugeot 508 presents a mixed maintenance picture following its most recent MOT on 27 May 2026 at 59,649 miles, where it passed. A clear and persistent pattern of rear suspension wear has been developing since at least 2023, with trailing arm bushes repeatedly flagged across four consecutive annual tests. The condition appears stable rather than rapidly worsening, as the 2026 pass confirms these worn bushes are not yet causing excessive movement. However, the May 2022 failure at 59,564 miles revealed additional faults including a split offside front CV boot and worn front brake discs, suggesting a period of deferred maintenance that was subsequently rectified before the latest test. Mileage accumulation of roughly 8,500 miles per year sits squarely within typical usage for a seven-year-old vehicle, indicating consistent daily use rather than prolonged standing. The 12,000-mile jump between the May 2025 test at 47,498 miles and the May 2026 test at 59,649 miles represents a slightly elevated annual rate, which may explain the continued suspension wear. No significant gaps appear in the annual test record, confirming continuous road use and consistent MOT attendance across the vehicle's life. Buyers should pay close attention to the rear suspension, specifically inspecting all trailing arm bushes for deterioration and checking the condition of rear coil springs and dampers for any signs of sag or leakage. The recurring nature of these advisories suggests the rear subframe area may benefit from a thorough inspection for corrosion, particularly around mounting points. Front brake components require verification given the 2022 disc wear advisory, and the CV boot repair should be confirmed as properly executed by checking for fresh grease splatter or any clicking during full-lock turns. A brief road test over uneven surfaces will quickly reveal whether the worn bushes have begun generating knocks or clunks that could indicate the condition is progressing beyond the tester's threshold.