Gita said that the probability of impossible event is 1. Pravallika said that probability of sure event is 0 and Atiya said that the probability

Monjur Alahi

Gita said that the probability of impossible event is 1. Pravallika said that probability of sure event is 0 and Atiya said that the probability of any event lies between 0 arid 1. In the above with whom you will agree ?

A) Gita 

B) Pravallika 

C) Atiya 

D) All the three


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Probability of impossible event is ……… A) 0  B) 1  C) 1.0 (or) 0.5  D) 0.5

Correct option is: A) 0 Impossible event is the even which can bot be happen. Also, Probability of an Impossible event is 0.

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Probability of impossible event is ……… A) 0  B) 1  C) 1.0 (or) 0.5  D) 0.5 2 Answers 1 views
Probability of sure event is ……… A) 0  B) -1  C) +1  D) ∞

Correct option is: C) +1 Sure event is an event that is surely to happen. Also, the probability of sure event is 1.

2 Answers 1 views
Probability of sure event is ……… A) 0  B) -1  C) +1  D) ∞ 2 Answers 1 views
The set of all possible events is called  A) event  B) impossible event  C) sample space 

Correct option is: C) sample space The set of all possible event is called the sample space.

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The set of all possible events is called  A) event  B) impossible event  C) sample space  2 Answers 1 views
The event of getting a number less than or equal to 6 is a  A) base event  B) element  C) possible event  D) sure event

Correct option is: D) sure event When a dice is rolled the possible outcomes are {1, 2, 3, 4, 5, 6} Total No of outcomes is n (S) = 6 Total No of numbers...

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The event of getting a number less than or equal to 6 is a  A) base event  B) element  C) possible event  D) sure event 2 Answers 1 views
The probability of a sure event is  A) 0  B) 9  C) 2  D) 1

Correct option is: D) 1 The probability of a sure event is 1.

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Gita said that the probability of impossible event is 1. Pravallika said that probability of sure event is 0 and Atiya said that the probability

Correct option is: C) Atiya \(\because\) Probability of an impossible event is 0 \(\neq\) 1. Hence, the statement of Gita is wrong. Also, probability of a sure event is 1 \(\neq\) 0 Hence, the statement of Pravallika is wrong. Since, 0 \(\leq\) P \(\leq\) 1,...

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