The Blue Jays, for the first time since 2015, have won the American League’s East Division. It wasn’t easy, but it’s done. After a tough 2024 season and a few additions, the club managed to take ...

Toronto Blue Jays Vladimir Guerrero Jr gives touching message after winning the division as he poses with fans ...

The clinch was a cinch as the Jays’ improbable journey became complete Sunday at home, where the club last laid claim to first place in the AL East way back in 1992.

Vladimir Guerrero Jr. knows that the ultimate goal is within reach for the Blue Jays after they clinched the AL East crown after Game 162.

The Toronto Blue Jays capped a turnaround from worst to first by holding off the New York Yankees to win the AL East on the final day of the season, their first division title in a decade and the ...

In the coming days there will be plenty of time to focus on the Division Series. For now, it's worth stopping to appreciate what actually happened here and recognizing the significance not only of the ...

Unfortunate update announced regarding Blue Jays star Vladimir Guerrero Jr as he continues to struggle at the plate at the worst time possible ...

The win Thursday night over the Red Sox was enormous and so Blue Jays-like. It came from the nobodies and the somebodies. It came from Louis Varland’s brilliant two-inning start — like anybody saw ...

Heading into the final day of the MLB regular season, the Toronto Blue Jays (93-68) are in a battle till the very end with the New York Yankees (93-68) for the AL East division title.

Preview the Sept. 27 matchup between the Toronto Blue Jays and Tampa Bay Rays with odds over/under, game spread, betting lines and more.

Vladimir Guerrero Jr. only has one extra-base hit over his last 17 games, and it was Nathan Lukes who played hero against the Tampa Bay Rays on Friday night. MLB.com baseball reporter Keegan Matheson ...

The focus is where it should be this weekend for the Blue Jays, the thrilling push to the wire to win the American League East and all of the significant potential edges that go with it.