
1-3/8-Inch Constant Swing Tubing Cutter
Hisco #:50046-28725
MFG #:50046
Item must be ordered in multiples of 1
| Quantity | Price | Save |
|---|---|---|
| 1 | 42.00 | |
| 3 | 37.88 | Save |
The Klein Tools 50046 is the Klein Tools Constant Swing Tubing Cutter is designed to cut copper and aluminum tubing, with an adjustable cut capacity ranging from 1/8-Inch to 1-3/8-Inch (3 to 34 mm) O.D. Equipped with a retractable telescoping deburring tool, post-cut clean up is quick and seamless. Free-spinning rollers and a durable, long-lasting blade offer smooth cutting, with a spare blade stored in the handle.
Klein Tools 50046 Features:- Tubing cutter has up to 1/8-Inch to 1-3/8-Inch (3 to 34 mm) O.D. cutting capacity for aluminum and copper tubing
- Optimized size design for working in compact spaces
- Durable blade for long-lasting cutting performance
- Contoured knob provides easy handling and twists to adjust cut capacity
- Free-spinning rollers for smooth cutting
- Retractable telescoping deburring tool for quick post-cut clean up
- Replacement blade stored in knob (Cat. No. 50054)
Product Description
The Klein Tools 50046 is the Klein Tools Constant Swing Tubing Cutter is designed to cut copper and aluminum tubing, with an adjustable cut capacity ranging from 1/8-Inch to 1-3/8-Inch (3 to 34 mm) O.D. Equipped with a retractable telescoping deburring tool, post-cut clean up is quick and seamless. Free-spinning rollers and a durable, long-lasting blade offer smooth cutting, with a spare blade stored in the handle.
Klein Tools 50046 Features:- Tubing cutter has up to 1/8-Inch to 1-3/8-Inch (3 to 34 mm) O.D. cutting capacity for aluminum and copper tubing
- Optimized size design for working in compact spaces
- Durable blade for long-lasting cutting performance
- Contoured knob provides easy handling and twists to adjust cut capacity
- Free-spinning rollers for smooth cutting
- Retractable telescoping deburring tool for quick post-cut clean up
- Replacement blade stored in knob (Cat. No. 50054)
Technical Information
Item must be ordered in multiples of 1

