How tall is A.J. Styles?

A.J. Styles's listed height is 180 cm (5'11"). He is taller than about 63% of men in the United States.

Where 180 cm sits among men in the United States

Taller than about 63% of men in the United States born in 1977 (average 177.5 cm).

About A.J. Styles

A.J. Styles, born Allen Neal Jones on 2 June 1977 in Jacksonville, is an American retired professional wrestler. He is signed to WWE as a talent scout and coach at the Performance Center, and he is best known for his tenures in Total Nonstop Action Wrestling (TNA), New Japan Pro-Wrestling (NJPW) and Ring of Honor (ROH).

Styles debuted in 1998 and competed for independent promotions and World Championship Wrestling before gaining mainstream exposure in TNA, where he won the TNA World Heavyweight Championship twice, the NWA World Heavyweight Championship three times, and was the inaugural X Division Champion. In ROH from 2002 to 2006 he became the inaugural ROH Pure Champion, and in NJPW he is a two-time IWGP Heavyweight Champion. He appeared in the World Wrestling Federation in 2002 but declined a developmental contract, then returned to the company in 2016 and won the WWE Championship twice. WWE recognizes him as the first wrestler to win the title outside North America.

At a listed 180 cm (5'11"), Styles held his second WWE Championship reign for 371 days, which ties him with Randy Savage for the eighth-longest reign in the title's history.

Frequently asked

How tall is A.J. Styles in feet and inches? A.J. Styles is 5'11" tall, which is 180 cm, 70.9 inches or 1.80 m.

Is A.J. Styles tall for men in the United States? At 180 cm he is taller than about 63% of men in the United States born in 1977, whose average height is 177.5 cm.

Sources

Heights are as publicly listed, rounded to the nearest centimetre; listed heights for public figures are often self-reported. Biographical details adapted from Wikipedia under CC BY-SA 4.0.

More celebrity heights

Celebrity heights are based on widely reported public figures and can vary slightly between sources.