Alexander Carr Park
The Alexander Carr Park Pickleball Court in Derry, New Hampshire has two permanent and two temporary outdoor Pickleball Courts. The courts are free to access for all ages and include restrooms, water, and lighting. Players can enjoy a great pickleball experience in this well-maintained park.
Court Information
- Access:
- Free to Play
- Total Courts:
- 2
- Indoor Courts:
- 0
- Outdoor courts:
- 2
- Type:
- Dedicated Pickleball Court
The Alexander Carr Park Pickleball Court is an ideal place to practice or play with friends. With its two permanent and two temporary outdoor courts, it offers a great setting for players of all levels to enjoy the game. So come down to the Alexander Carr Park Pickleball Court today and get your game on!
Nets & Lines
- Permanent Lines
- Permanent Nets
Surface
- Hard Surface
Amenities
- Restrooms
- Water
- Lighted
Frequently Asked Questions
How many pickleball courts are available at Alexander Carr Park?
Alexander Carr Park has 2 pickleball courts available.
Do I need to bring my own equipment, such as chalk or net, to play at Alexander Carr Park?
Alexander Carr Park provides all the necessary equipment, including nets and balls. However, players may choose to bring their own personal equipment.
Is it free to play pickleball at Alexander Carr Park?
The cost to play pickleball at Alexander Carr Park may vary depending on the access type. Some courts may be free to use, while others require a membership, one-time fee, or payment of some sort. Please refer to the Alexander Carr Park website or contact them directly for more information.
Can you reserve a pickleball court at Alexander Carr Park?
The cost to play pickleball at Alexander Carr Park may vary depending on the access type. Some courts may be free to use, while others require a membership, one-time fee, or payment of some sort. Please refer to the Alexander Carr Park website or contact them directly for more information.
What is the surface of the pickleball courts at Alexander Carr Park?
The Alexander Carr Park has hard Surface.
