Math, asked by avtarsingh76972, 7 months ago

The event having probability zero is known is.(a) sure event (b) impossible (c) elementary event (d) compound event​

Answers

Answered by amitnrw
5

The event having probability zero is known   as  impossible

Step-by-step explanation:

sure event  - event which has probability 1

on a coin

getting either Head or Tail   is a sure event  

Probability  2/2 = 1

impossible event  - event which has probability 0

on a coin

getting neither Head nor Tail   is impossible event  

Probability  0/2 =0

Elementary event is an event which contains only a single outcome

A compound event is an event that has more than one possible outcomes.

Learn more:

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Answered by pulakmath007
11

SOLUTION

TO CHOOSE THE CORRECT OPTION

The event having probability zero is known as

(a) sure event

(b) impossible event

(c) elementary event

(d) compound event

CONCEPT TO BE IMPLEMENTED

In any random experiment if the total number of elementary ( simple) events in the sample space be n ( a finite number) among which the number of elementary events favourable to an event E , connected with the experiment be m then the probability of the event E is denoted by P (E) and defined as

 \displaystyle \sf{}P(E) =  \frac{m}{n}

Now the total number of possible outcomes = n and the total number of possible outcomes for the event E is m

For an impossible event, the number of favourable cases is zero and hence it's probability is 0

On the other hand for a certain event S all cases are favourable cases and hence it's probability is 1

EVALUATION

Since the given event is with probability zero

So the event is impossible event

FINAL ANSWER

The correct option is

The event having probability zero is known as

(b) impossible event

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