If S be the sample space and E be the event then `P(E)=`

If S is the sample space of a random experiment, then P(S)= ..........

Event and sample space

Let A and B be two events associated with a random experiment and S be the sample space.If C is an event such that P(C)!=0 then P((AUB)/(C))=P((A)/(C))+P((B)/(C))-P((AnB)/(C))

If E be the random experiment of throwing an unbiased coin and S be its sample space and if H and T denotes the events of occurrence of head and tail respectively, then If one coin is thrown,then find the sample space of E.

If A is an event associated with the sample space S of an random experiment; then P((S)/(A))=P((A)/(A))=1

If E be the random experiment of throwing an unbiased coin and S be its sample space and if H and T denotes the events of occurrence of head and tail respectively, then If two coins are thrown simultaneously or one coin is thrown two times, then find the sample space of E.

If E be the random experiment of throwing an unbiased coin and S be its sample space and if H and T denotes the events of occurrence of head and tail respectively, then If three coins are thrown simultaneously or one coin is thrown three times, then find the sample space of E.

If A an event in a sample space S, then

If S is the sample space of random experiment S = A cup B and P(A) = 1/3 P(B) where A and B are mutually exclusive events then P(A) is equal to