We always wonder about the outcome of the toss in the beginning of a cricket match and hope that the team we support wins it and get the chance to select their favorable option. In this case, the outcome will always be favorable to one i.e. one of the team will surely win the toss. Thus, we say that both the teams have a fair chance of 50% to either win or lose the toss. This situation is what defines the ‘probability’ which can now be simply be stated as the likelihood of an event to occur. In our case, the probability of a team winning the toss is 50% or 0.5. The probability of any event always lies between 0 to 1 which means if the probability of an event is 1, the outcome of that particular event will always be the same. Likewise, if the probability of an event is 0, the event can never occur. The RD Sharma solutions for class 10 maths is given here for the related problems on the textbook. The RD Sharma textbook contains various such problems based on probability and these solutions are sure to help the students clear their doubts and understand various situations and realize the probability of the events in the respective situations.
Pioneer Mathematics is imparting a debate of RD Sharma solutions to the CBSE classes – 6, 7, 8, 9, 10, 11 and 12 students. The students can get their solutions for all RD Sharma class 10 Mathematics chapter wise questions. All RD Sharma books are mentioned systematically according to the chapters and exercises. These books are advantageous for the students who are preparing for the CBSE examinations. The queries and questions of RD Sharma are resolved in a quick way. Rehearsing the exemplar problems given in RD Sharma class 10 solutions upsurges your analytical expertise.
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Chapter 13 Probability 
