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. One card is drawn at random from a well-shuffled deck of 52 cards. What is the probability of getting a, Jack?, a, b., &, d., . From a well shuffled pack of 52 cards, one card is drawn at random. The probability of getting a jack of, hearts is, ae, b., é, a. 53, , . Anumber is selected from numbers 1 to 25. The probability that it is prime is, 1, , glesl-al-sle, , =8l-Bleels, , Poy fe, Joeloat—el, , * 3%, . One ticket is drawn at random from a bag containing tickets numbered 1 to 40. The probability that the, selected ticket has a number, which is a multiple of 7, is, , Pree, , al-cl-i-sI, . Abox contains 90 dises, numbered from 1 to 90, If one dice is drawn at random from the box, the, probability that it bears a prime number less than 23, is, 1, a ft, , b., c, d., , &l-elesl-als

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robability that a non leap year selected at random will have 53 Sundays is, , 6. The, a., b., c, , a, malesadenaprcnal—, , 7. The probability that a leap year will have 53 Sundays or 53 Mondays is, , 4, mF

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ice are thrown simultaneously, The probability of getting a doublet is, , a, Bot p Z Boe, So, Pcobesestec |= gy -sleott—als, , 1, 9, A bag contains 8 red, 2 black and 5 white balls. One ball is drawn at random. What is the probability, , that the ball drawn is not black?, 13, , [eal=elms, , ah, , 10. obability that a non-leap year has 53 Sundays, is, , eo re Fan ee, , Aloeleaoals =

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Pee, , 12., , 13., , 14., , 15., , . Both A and R are true and R is the correct explanation of A., . Both A and R are true but R is not the correct explanation of A., , Ais true but R is false,, , |. Ais false but R is true., , . Assertion (A): If a pair of dice is rolled then the probability of getting double is }, , Reason (R): There are 12 doubles and 72 total favourable outcomes when we roll a pair of dice., Assertion (A): Probability of getting a queen of red colour from a deck of 52 cards is +, , Reason (R): Probability of not happening of an event = 1 - probability of happening., , Assertion (A): The probability of an impossible event is 0., , Reason (R): There is no favorable event in case of an impossible event., , Assertion (A): Probability of getting 53 Sundays on a leap year is 3., , Reason (R): There are 52 complete weeks and 2 days extra in a leap year., , Assertion (A): If A and B are two independent events and it is given that P(A) = <, P(B) = 2, then, P(AN B)= 4., , Reason (R): P(A) B) = P(A) « PUB), where A and B are two independent events.

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Read the case study and answer any four out of the following questions:, A gumball machine contains 40 blue gumballs, 20 red gumballs, 15 orange gumballs, and 25 purple gumballs., The machine dispenser randomly selects any one gumball at a time when you press the dispenser button,, , , , By using the facts of probability answer the following:, , 16,, , 17,, , 18,, , 19., , 20,, , What is the probability that a person gets a red gumball?, a. 0.2, b. 0.3, c 1.0, d. -0.1, What is the probability that a person gets no orange gumball?, a. 0.15, b. 0.85, c 0.55, d. 0.75, What is the probability that a person gets a/an Orange, Blue, or Purple gumball?, a, , Sfecen fee fears}, , b., &, a., In the gumball machine, if x Pink gumballs are added and the machine dispenser randomly selects one, sumball, what is the probability that it will be a pink ball?, , & Tre, z, , , , °, >. Te, 0,, , +, , , , C, , d, , rr z, If 50 more pink balls are put in the gumball machine, then the probability that the randomly drawn ball is, not pink is:, , +e, , HO-e, , , , b., c, d., , poleecofaas|owsl—