Minka-Aire Hand-Held Remote Control System
- Measures 5.00" H x 0.50" L x 2.25" W
- FCC rated.
- This product is made from abs.
- This fixture is dimmable.
Backorder
Backorder Information
This item is currently on backorder. We expect to receive new inventory by December 16, 2026 and will ship your order within 1-2 weeks after restocking.
Expected restock: December 16, 2026
Estimated shipping: December 23 - December 30, 2026
Only 1 left
Ships Same Day
We offer Same Day Shipping (in the contiguous USA) on products featuring the Ships Same Day badge. For same day shipping, orders received by 1:00 pm Eastern Standard Time (on business days) will ship same day while orders placed after 1 pm will ship the following business day. Only applies to items featuring the Ships Same Day badge. Read our Frequently Asked Questions and Policies pages for more information.
- Brand
- Minka-Aire
- SKU
- RCS213
Description / Minka-Aire Hand-Held Remote Control System
More Information
| UPC | 706411041518 |
|---|---|
| Brand | Minka-Aire |
| Weight | 18.000000 |
| Energy Star Rated | No |
| Date Back To Stock | 2026-12-16 00:00:00 |
| ADA Compliant | No |
| Dimmable | Yes |
| Finish | White |
| Height | 5 |
| Shipping | Usually ships within 3-4 business Days. |
| Style | Traditional |
| Width | 2.25 |
Brand Information
Shop Minka-Aire ceiling fans for sleek style and powerful performance at LightsOnline.com
Keep your space cool in style with Minka-Aire, a ceiling fan brand known for blending form, function, and innovation.
Whether you're looking for minimalist modern designs, transitional styles, oversized fans for large rooms, or durable outdoor models, Minka-Aire offers a wide selection to suit today’s homes and lifestyles. Each fan is engineered for performance and crafted with attention to detail, offering options with integrated lighting, remote controls, and energy-efficient features.
As part of the Minka Group, alongside Minka Lavery, George Kovacs, and Metropolitan Lighting, Minka-Aire brings trusted quality and elevated design to every space.