Birmingham City vs Wrexham: match statistics

Birmingham has a clear edge in chance creation: average xG at home is 1.91 versus Wrexham’s 1.02 xG on the road, while average shots 17.7 vs 8.4 and shots on target 5.55 vs 2.85 indicate substantially more high-quality chances for the hosts. Birmingham also benefits from higher possession (56% vs 45%), a lower share of goalless matches (10% vs 20% for the visitors), and a home goal difference of +13 vs Wrexham’s +3, showing the hosts capitalize on home advantage. Conversely, Wrexham have scored 63 goals this season versus Birmingham’s 49 and display a higher shot conversion rate (15% vs 9%), meaning the visitors can be more clinical with their chances; however, in the last 5 matches they have scored 8 and conceded 11. Form is divergent: Birmingham have averaged 0.8 points per game in their last 5 and have scored only 3 goals in that period, while Wrexham average 1.4 points per game but their defense is unstable (1.15 goals conceded on average away and 11 conceded in the last 5 fixtures). Considering the advantage in xG, volume and quality of shots, and home advantage, but also Birmingham’s poorer recent form, I assess the probabilities as: home win 55%, draw 25%, away win 20%.

Birmingham has a seasonal BTTS 76% at home, Wrexham 60% away, while the league average is 56% — a strong signal in favor of BTTS. Birmingham averages 1.76 goals per home match with xG 1.56 and 4.71 shots on target, while Wrexham posts 1.3 away goals with xG 1.02 and 2.85 shots on target, indicating the hosts will create chances and the visitors have realistic scoring opportunities. Both defenses are vulnerable: Birmingham concedes 1.67 goals on the season, Wrexham 1.15, and in the last 5 matches Wrexham concedes 2.2 goals per game on average, increasing the likelihood of goals at both ends. Clean sheets are rare — 19% for Birmingham and 30% for Wrexham — and recent form over the last 5 shows BTTS 40% for Birmingham versus 80% for Wrexham, which together favors the 'both teams to score' scenario. Based on these figures I assess BTTS probability at approximately 70% (Yes) versus 30% (No) as the best pick.

Based on xG and defensive metrics I expect about 2.82 total goals: 1.64 for Birmingham and 1.18 for Wrexham (Birmingham attacking xG 1.56 vs Wrexham conceded xG 1.72; Wrexham attacking xG 1.02 vs Birmingham conceded xG 1.34). Seasonal figures support the over: Birmingham has over 1.5 in 90% of matches, Wrexham in 75%, and the league averages 2.58 goals per game. Birmingham generates 14.1 shots and 4.71 on target per game with a 13% conversion, Wrexham averages 8.4 shots and 2.85 on target with a 15% conversion, while Wrexham concedes a high xG (1.72), increasing the hosts’ scoring opportunities. Both teams frequently concede: Birmingham concedes 1.67 goals per game and records only 19% clean sheets, and Wrexham has 60% of matches with both teams scoring, so goals from both sides are expected. A Poisson model with λ=2.82 yields over 1.5 ~77%, over 2.5 ~54% and over 3.5 ~31%, therefore the strongest signal from the data is backing Over 1.5 goals.

Birmingham has a clear advantage in chance creation: xG 1.56 versus 1.02 and an average of 14.1 shots versus 8.4, which translates into more goals at the break (0.81 vs 0.45). However, Wrexham are extremely dangerous after the break — they scored 10 goals in minutes 46–60 compared to Birmingham’s 3, and in their last 5 matches they have scored in the second half in 100% of cases, averaging 2.0 points gained in second halves. Overall both teams frequently find the net in matches (home side in 76% of games, visitors in 60%), but by half-time the visitors very rarely are the only scorers (HT: only 5% for Wrexham), so the first half is likely to be a draw or a one-goal lead. Taking into account Birmingham’s higher xG and greater number of half-time goals, but Wrexham’s strong second-half entries and Birmingham’s poorer form over the last 5 matches (home: 20% wins vs visitors: 40%), I recommend the scenario of a draw at half-time and a Wrexham win after 90 minutes (X/2).