Real Madrid – Chelsea Free Betting Tips

Real Madrid – Chelsea Free Betting Tips

Real Madrid beat Getafe (2-0) to record its third consecutive victory and its second clean sheet in five games. It was the fourth time in five games that he has scored more than one goal and he will feel ready for the reigning European champions.

Karim Benzema scored a hat-trick in the first leg in London and will again be a man to watch after scoring six goals in the last two Champions League games.

The last time he missed a game due to injury, Real Madrid were thrashed 4-0 by Barcelona. The Frenchman started against Getafe, but was one of the players who was substituted in the second half when Madrid were leading comfortably.

Carlo Ancelotti rested his midfield pairing of Luka Modric and Toni Kroos, clearly with this match in mind, while Casemiro, who scored in the match, was also substituted.

Chelsea responded in emphatic fashion as they bounced back from two consecutive defeats; they thrashed a hapless Southampton 6-0 on Saturday to heat up this match. All of their goals came in the first 55 minutes, and the Blues struck an authoritative blow, but it will be a different challenge at the Santiago Bernabeu.

The champions could be without Cesar Azpilicueta, who missed the win over Southampton after testing positive for Covid, while Romelu Lukaku is out through injury. Azpilicueta will be missed more.

Chelsea had conceded seven goals before that drubbing, and will want to defend better in Spain, while having it in their power to score at least two unanswered goals on a very difficult stage. This will be Thomas Tuchel’s biggest test in his Champions League experience in charge of Chelsea.

In fact, the Blues have scored two or more goals in three of their last five games and, looking at their Champions League performances, all indications are that they can score twice in Spain. The big question is whether they can prevent Real, in their current form, from managing to keep a clean sheet.

BOTH TEAMS TO SCORE – Odds: 1.70
The odds presented in the prediction may vary at the time of verification.