Dodge Challenger axle shaft — Rear, 5.7L (VIN T, 8th digit), engine ID EZC, LH price snapshot
- Low
- $56
- Average
- $140
- High
- $307

Trim-specific price guide
Saurabh Kumar
Co-Founder & CTO, Part Price Guide
Built the pricing pipeline that collects and normalizes used OEM part listings from salvage yards and online marketplaces across the US.
Ambika Sharma
Co-Founder & COO, Part Price Guide
12 years of project management and technical operations experience. Reviews price guides for sample size, fitment accuracy, and data freshness.
A used Dodge Challenger axle shaft (Rear, 5.7L (VIN T, 8th digit), engine ID EZC, LH) costs $56 to $307, with a median asking price of $101. Based on 86 priced salvage yard listings across the US, updated Oct 20, 2026. Prices exclude shipping, core charges, and installation.
Condition comparison
| Grade | Price range | Relative range | Listings |
|---|---|---|---|
| Grade AClean / low wear | $56–$307 | 78 | |
| Grade CVisible wear | $75–$75 | 2 | |
| Grade XUngraded | $75–$80 | 6 |
Median by grade
Median asking price by seller-reported condition grade · $56–$307 overall range
Trim-specific context
This pricing covers the Rear, 5.7L (VIN T, 8th digit), engine ID EZC, LH variant of the Dodge Challenger axle shaft, based on 86 priced listings across 2 model years (2015, 2016). Its $101 median is 47% below the Dodge Challenger axle shaft overall median of $190.
Pricing is not a fitment guarantee. Match the VIN, part number, engine or drivetrain, and seller-listed variant before ordering.
Price by model year
Other trims
Common questions
Based on 86 priced salvage-yard listings across 2 model years, a used Dodge Challenger axle shaft in the Rear, 5.7L (VIN T, 8th digit), engine ID EZC, LH variant lists between $56 and $307, with a median asking price of $101.
The Rear, 5.7L (VIN T, 8th digit), engine ID EZC, LH variant appears in model years 2015, 2016. Prices and availability differ by year.
Yes. Grade A has a median of $132, Grade C has a median of $75. Grade A parts are in excellent condition, B is good, and C is fair.