Racing Wheels H-392 TI D/P 17x7.5"/5x114.3mm

Racing Wheels Racing Wheels H-392 TI D/P 17x7.5"/5x114.3mm Alloy wheel Racing Wheels H-392 - size 17x7.5inches/5x114.3mm TI D/P. Racing Wheels H-392 wheels and their prices, specs, review and pictures
Guide price for which you can buy wheels Racing Wheels H-392 TI D/P 17x7.5"/5x114.3mm is unknown
The average cost of wheel can vary widely.
 
Racing Wheels H-392 TI D/P Wheels - 17x7.5inches/5x114.3mm
Racing Wheels Racing Wheels
H-392
Alloy Wheels
  Technical characteristics were taken at the official website or from the auto wheels catalogue.
We invite you to make use of the data given here, as it's the main review of wheels Racing Wheels H-392 17x7.5"/5x114.3.
You should also look closely at the results of tire tests, and after that choose the right product.

Key information:
The general production plant, where Racing Wheels wheels are manufactured, is situated in Korea.
A wheel with a bolt pattern of 5 X 114.3 would have 5 lug holes and a PCD of 114.3 mm.
Wheel dimensions are 17x7.5 inches.

When buying don't forget to confirm especially important to you characteristics of the wheels.

Wheel Racing Wheels H-392 17x7.5"/5x114.3mm Specs

Brand: Racing Wheels
Model: H-392

General Specs

Country of Origin: Korea
Rim Material: Alloy

Wheel Size

Rim Width: 7.5 inches
Rim Diameter: 17 inches
Bolt Pattern (Number of Holes): 5
Bolt Pattern (Pitch Circle Diameter): 114.3 millimeters
Offset: 42 millimeters
Hub Bore (DIA): 73.1 millimeters

Other functions and features

Exterior (Color): TI D/P
 
 

Questions and customer reviews wheel 17x7.5"/5x114.3mm - Racing Wheels H-392

Wheels Racing Wheels H-392 TI D/P 17x7.5"/5x114.3mm suitable for car models

Others Racing Wheels wheels

Reference price
Racing Wheels H-392 TI D/P 17x7.5"/5x114.3mm $126
Racing Wheels H-392 TI D/P 17x7.5"/5x114.3mm Unknown
Racing Wheels H-392 HPT D/P 18x8"/5x114.3mm Unknown

Racing Wheels wheel model

Wheel Racing Wheels H-392 TI D/P 17x7.5inches/5x114.3mm - picture, photo, image
 
Payment methods Payment methods
Maximum protection Maximum protection