Oregon vs UCLA gameday guide, odds and how to watch

UCLA hosts Oregon in their second Big Ten contest of the season
UCLA v Washington
UCLA v Washington | Steph Chambers/GettyImages

UCLA is set to host Oregon today who sits at 4-4 on the season. The Ducks started the season 4-0 and have since gone 4-4 since their schedule has gotten tougher. It is imperative for the Bruins to clean up their mistakes and avoid a loss as a big favorite. Free throw shooting continues to be an emphasis that the Bruins cannot seem to fix. It is a long season, and they can't continue to leave free points out on the floor on a nightly basis.

How to watch, odds and more:

Teams:Β Oregon (4-4) vs UCLA (6-2)

Date: December 6, 2025

Location: Pauley Pavilion

Time: 3:00 PM Pacific Standard Time

Television: Peacock

Radio: AM 790

Odds: UCLA -9.5, Oregon +9.5. Ove/under 143.5 points

The Bruins will look to get more production in this game from Eric Dailey Jr. who scored 0 points in an 82-80 win over Washington. He is a key starter that plays a big role on offense with his versatility and ability to put the ball on the floor and make a play. The return of Tyler Bilodeau was huge for the Bruins as well as he is the leading scorer and is a focal point in what Mick Cronin wants to do in sets. Donovan Dent is the creator who controls the offense in allowing it to flow.

Key stats:

UCLA offense: 77.6 points per game

Oregon offense: 74.1 points per game

UCLA rebounds: 34 per game

Oregon rebounds: 38.5 per game

UCLA assists: 16.9 per game

Oregon assists: 13.8 per game

UCLA turnovers: 11.1 per game

Oregon turnovers: 13.4 per game

UCLA key player: Tyler Bilodeau, 15.8 points per game on 51.5/34.8/86.4 shooting splits.

Oregon key player: Nate Bittle, 16.3 points and 7.8 rebounds on 48.3/35/80.5 shooting splits.

UCLA has a great opportunity to open Big Ten play at 2-0. But they cannot afford a similar letdown that they had as a large favorite as they did against the Cal Golden Bears. UCLA is a good team, but they sometimes will make games harder then they need to be. You can't do that if you want to be a March Madness contender.

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