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Will be working minimal hours over the Christmas period. There may be delays with some orders. Thank you for your understanding. Merry Christmas!
Will be working minimal hours over the Christmas period. There may be delays with some orders. Thank you for your understanding. Merry Christmas!

Bremtec Disc Brake Rotor Trade-Line Pair (280.5mm) BDR10036TL

Availability:
in stock, ready to be shipped
Original price $121.70 - Original price $121.70
Original price
$121.70
$121.70 - $121.70
Current price $121.70
SKU BDR10036TL
by Bremtec

Sipping & Delivery Time

Dispatch: Orders are dispatched in 1 to 3 business days.

Delivery: Estimated delivery within 1-7 days.

Flat Rate Shipping: $19 Australia-wide.

Free Shipping: Free delivery for online orders over $145

Bremtec Disc Brake Rotor Trade-Line Pair (280.5mm) BDR10036TL

Experience unmatched braking performance with the Bremtec Trade-Line Disc Brake Rotor Pair. Designed with precision and coated for long-lasting durability, this 280.5mm rotor set is perfect for your Mazda CX-3.

  • Manufactured to O.E. supplier precision quality standards.
  • Features a three-stage machining process to minimize runout and disc thickness variance (DTV).
  • Utilizes unique GeoZinc coating to reduce rust and corrosion.

Fitment Data:

  • Mazda CX-3 1.5 DK SKYACTIV-D (DK2WS, DK5FW) 2015-2018
  • Mazda CX-3 1.5 DK SKYACTIV-D AWD (DK4WS, DK5AW) 2015-2018
  • Mazda CX-3 2.0 DK SKYACTIV-G (DK2W7) 2015-2018
  • Mazda CX-3 2.0 DK SKYACTIV-G AWD (DK4W7) 2015-2021
  • Mazda CX-3 2020 2.0L I4
  • Mazda CX-3 2019 2.0L I4
  • Mazda CX-3 2018 2.0L I4
  • Mazda CX-3 2017 2.0L I4
  • Mazda CX-3 2016 2.0L I4
  • Mazda CX-3 2015 2.0L I4

Why buy this product?

The Bremtec Trade-Line Disc Brake Rotor Pair offers exceptional quality and performance, ensuring your Mazda CX-3 operates safely and efficiently. With advanced machining and coating technologies, you'll enjoy a smoother, more reliable braking experience with reduced wear and rust.

"The images shown are for illustration purposes only and may not be an exact representation of the product"