Skip to content
Edmonton, AB
Back to Edmonton directory

The Golf Den

Whyte Avenue-Edmonton, Alberta-4.6(93 reviews)Google

C$45 / hour

975 Ordze Road, Sherwood Park, AB T8A 4L7

Full Swing

Hours not listed. Check with the venue before visiting.

Suggest a correction

About

The Golf Den brings social indoor golf to Edmonton's trendy Whyte Avenue. Full Swing simulators provide realistic play in private rooms. The licensed lounge serves local craft beers. Leagues and events build community among Edmonton golfers.

What People Say

Reviews from Google
E
Eddy Bryski
3 months ago

I had a fantastic experience at Golf Den/ Woodshed! The staff was wonderful, especially Taylor, who went above and beyond to make it such a fun experience for my kids and me. My kids haven’t stopped talking about how much fun they had, and they... (see full review on Google)

T
Tatyana McNamara
10 months ago

The food here is absolutely INCREDIBLE!!!! The service from the lady working the front desk & chef was so nice ! 5 star service ! Would definitely return just for the food.⭐️⭐️⭐️⭐️⭐️ The lady who set up the simulator wasn’t very nice or friendly…... (see full review on Google)

Amenities & Services

Leagues
Available
Competitive and social leagues available
Lessons
Available
Professional instruction available
Club Fitting
Not offered
Food & Drink
Available
On-site dining and beverages
24/7 Access
Not offered

Before you book

Where is The Golf Den?

The Golf Den is at 975 Ordze Road, Sherwood Park, AB T8A 4L7.

What simulator technology is available?

Listed simulator technology: Full Swing. Check with the venue about specific models, software and game modes.

How much does a session cost?

The listed starting rate is C$45 per hour. Confirm current rates, taxes and any minimum booking duration with the venue.

Contact & Location

Address
975 Ordze Road, Sherwood Park, AB T8A 4L7
Pricing
HourlyMembership

Own this venue? Get featured at the top of Edmonton listings →

More simulators nearby

Closest listed alternatives within 30 miles. Distances are straight-line estimates.