# RIDGID MegaPress 3/4 in. Compact Jaw for Compact Press Tools, Versatile Jaw for Small Spaces and Compact Tools

**Brand:** [RIDGID](https://shop.coreranger.com/brands/RIDGID)
**SKU:** 48438
**Price:** $207.57 · in stock
**URL:** https://shop.coreranger.com/product/ridgid-megapress-3-4-in-compact-jaw-for-compact-press-tools-versatile-jaw-for-small-spaces-and-compa-312892836

## Specifications

| Spec | Value |
|---|---|
| Model # | 48438 |
| Internet # | 312892836 |
| Returnable | 90-Day |
| Store SKU # | 1007780386 |
| Tools Product Type | Other |
| Product Depth (in.) | 5 in |
| Product Width (in.) | 4.5 in |
| Product Height (in.) | 2 in |
| Product Weight (lb.) | 3 lb |
| Compatible Pipe Material | Black malleable iron,Stainless Steel,Steel |
| Maximum Pipe Diameter (in.) | 3/4 in |
| Minimum Pipe Diameter (in.) | 3/4 in |
| Number of Jaws/Rings Included | 1 |

## Description

Built on the trust of the trades, you need tools designed for experts and built to last. Experience powerful and compact tool innovation with the RIDGID MegaPress 3/4 in. Compact Jaw (catalog number 48438). This 3/4 in. jaw is compatible with and easy to install into all current and previous RIDGID compact series pressing tools including the RIDGID RP 240, RP 241, RP 200, RP 210, and RP 100 and also works with Viega MegaPress, MegaPressG, and MegaPress Stainless fittings. Built for use for the most demanding applications, this compact jaw allows you to efficiently join commercially available 3/4 in. black iron and stainless-steel pipe and make press connections in extremely tight or compact areas. Additionally, press connections can be made on a wet system, and the flameless system conveniently eliminates the need for hot work permits. Simply install the jaw into a compact press tool and receive professional-quality results in less time and with less labor. RIDGID - Built For Those Who Know.

• Easily accommodates pressing steel and black iron pipe
• Press connections can be made on a wet system
• Enables you to make press connections in the tightest of spaces
