Think of 5 situations with equally likely events and find the sample space

Define sample space.

Define with examples : Event point and sample space.

Define with examples "equally likely events" and "disjoint events".

Give examples of 5 experiments that have equally likely outcomes and five more examples that do not have equally likely outcomes

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.

An urn contains 1 white ball and 4 identical black balls, two balls are drown in succession from the urn (i) without replacemnet (ii) with replancement, find the sample spaces of the random experiments (i) and (ii).

A die is thrown if it shows a six, we draw ball from is bag containing 2 black balls and 6 white balls. If it does not show a six then we toss a coin. Then the number of event points in the sample space of this experiment is -

An experiment consists of lossing a coin and then throwing it second time if a head occurs on the first loss, then a die is rolled once. Find the sample space.

Can you think of a situation where we deliberately want to make a species extinct? How would you justify it?

An unbiased coin is tossed . If the outcome is a tail, an unbiased dis is rolled . If the die shows an odd digit, the die is rolled again. Find the sample space associated with this random experiment