exhaustive events

Consider the following statements: 1. If A and B are exhaustive event, then their union is the sample space. 2. If A and B are exhaustive events, then their intersection must be an empty event. Which of the above statement is/are correct?

OMR (Examples Of Random Experiment)|Algebra Of Events |Complementary Event |The Event 'A Or B' |THe Event 'A And B' |The Event 'A But Not B'|Questions |Mutually Exclusive Events (And Question)|Exhaustive Events (And Question)|Axiomatic Approach Of Probabi

OMR (Examples Of Random Experiment)|Algebra Of Events |Complementary Event |The Event 'A Or B' |THe Event 'A And B' |The Event 'A But Not B'|Questions |Mutually Exclusive Events (And Question)|Exhaustive Events (And Question)|Axiomatic Approach Of Probabi

OMR (Examples Of Random Experiment)|Algebra Of Events |Complementary Event |The Event 'A Or B' |THe Event 'A And B' |The Event 'A But Not B'|Questions |Mutually Exclusive Events (And Question)|Exhaustive Events (And Question)|Axiomatic Approach Of Probabi

Examples || Elementary event || Impossible event || Same event || Exhaustive Event || Exclusive event

Three coins are tossed.Describe (i) Two events which are mutually exclusive.(ii) Three events which are mutually exclusive and exhaustive.(iii) Two events,which are not mutually exclusive.(iv) Two events which are mutually exclusive but not exhaustive.(v) Three events which are mutually exclusive but not exhaustive.

Three coins tossed. Describe. (i) Two events which are mutually exclusive. (ii) Three events which are mutully exclusive and exhaustive. (iii) Two events, which are not mutually exclusive. (iv) Two events which are mutually exclusive but not exhaustive. (v) Three event which are mutually exclusive but not exhaustive.

Three coins are tossed. Describe(i) Two events which are mutually exclusive.(ii) Three events which are mutually exclusive and exhaustive.(iii) Two events, which are not mutually exclusive.(iv) Two events which are mutually exclusive but not exhaustive.(v) Three events which are mutually exclusive but not exhaustive.

Three coins tossed. Describe. (i) Two events which are mutually exclusive. (ii) Three events which are mutully exclusive and exhaustive. (iii) Two events, which are not mutually exclusive. (iv) Two events which are mutually exclusive but not exhaustive. (v) Three event which are mutually exclusive but not exhaustive.

Three coins tossed. Describe. (i) Two events which are mutually exclusive. (ii) Three events which are mutully exclusive and exhaustive. (iii) Two events, which are not mutually exclusive. (iv) Two events which are mutually exclusive but not exhaustive. (v) Three event which are mutually exclusive but not exhaustive.