Probability Welcome to the Quiz on Probability This quiz will be automatically submitted after 15 minutes. You can see timer in the title bar of the website. All the Best !!! Team Stat Modeller Your Name Your Email Your Number Probability can take values 0 to 1 -1 to + 1 2 to 10 1 to 2 None Classical probability is measured in terms of : none of the given absolute value and ratio both an absolute value a ratio None Two events are said to be independent if: one does not affect the occurrence of the other there is no common point in between them both the events have only one point each outcome has equal chance of occurrence None If it is known that an event A has occurred, the probability of an event E given A is called: Posteriori Probability Conditional Probability A Priori Probability Empirical Probability None Classical probability is also known as : A priory probability Laplace's probability All are correct Mathematical probability None Probability is expressed as : Percentage Proportion Ratio All are correct None If A and B are two events which have no point in common, the events A and B are: dependent mutually exclusive independent complementary to each other None The outcome of tossing coin is a: Mutually Exclusive Event Complementary Event Compound Event Simple Event None Each outcome of a random experiment is called: Derived Event Compound Event All are correct Primary Event None The definition of a statistical probability was originally given by: De Moivre Pascal Laplace Von-Mises None The definition of a priori probability was originally given by: Laplace Von-Mises De Moivre Feller None The limiting relative frequency approach of of probability is known as: Statistical Probability All Are Correct Classical Probability Mathematical Probability None Please Share This Share this content Opens in a new window Opens in a new window Opens in a new window Opens in a new window Opens in a new window Opens in a new window Opens in a new window Opens in a new window Leave a Reply Cancel replyCommentEnter your name or username to comment Enter your email address to comment Enter your website URL (optional)
