What is the probability of getting a black card from the deck of playing cards?(a) \(\frac {1}{2}\)(b) \(\frac {5}{52}\)(c) \(\frac {5}{26}\)(d) \(\frac {1}{26}\)The question was asked in an online interview.Enquiry is from Theoretical Approach to Probability in division Probability of Mathematics – Class 10

What is the probability of getting a black card from the deck of playi

1.	What is the probability of getting a black card from the deck of playing cards?(a) \(\frac {1}{2}\)(b) \(\frac {5}{52}\)(c) \(\frac {5}{26}\)(d) \(\frac {1}{26}\)The question was asked in an online interview.Enquiry is from Theoretical Approach to Probability in division Probability of Mathematics – Class 10
Answer» The correct option is (a) \(\frac {1}{2}\) The explanation: Total number of OUTCOMES = 52 Favorable outcomes of getting a black card = 26 P(E) = \(\frac {Number \, of \, favorable \, outcomes}{Total \, number \, of \, outcomes} = \frac {26}{52}\) = \(\frac {1}{2}\)

Discussion

No Comment Found

Related InterviewSolutions

What is the probability of getting a vowel in the English alphabet?(a) \(\frac {1}{21}\)(b) \(\frac {5}{19}\)(c) \(\frac {5}{26}\)(d) \(\frac {21}{26}\)This question was posed to me in exam.My question is from Theoretical Approach to Probability topic in portion Probability of Mathematics – Class 10
A bag contains 3 black, 7 brown, 4 green marbles. What is the probability of getting a green ball?(a) \(\frac {1}{9}\)(b) \(\frac {7}{9}\)(c) \(\frac {2}{7}\)(d) \(\frac {4}{9}\)The question was asked at a job interview.My enquiry is from Theoretical Approach to Probability topic in chapter Probability of Mathematics – Class 10
Who gave the definition of probability?(a) Euclid(b) Simon Laplace(c) Archimedes(d) EinsteinThe question was asked in an interview.This interesting question is from Theoretical Approach to Probability in chapter Probability of Mathematics – Class 10
What is the probability of getting a card of Queen from the deck of playing cards?(a) \(\frac {1}{2}\)(b) \(\frac {1}{13}\)(c) \(\frac {5}{26}\)(d) \(\frac {1}{52}\)I have been asked this question by my school principal while I was bunking the class.The above asked question is from Theoretical Approach to Probability topic in portion Probability of Mathematics – Class 10
The probability of occurring an event is 0.45. Find the probability of not occurring the event.(a) 0.5(b) 0.45(c) 0.55(d) 0.1This question was addressed to me in an international level competition.This interesting question is from Theoretical Approach to Probability in division Probability of Mathematics – Class 10
What kind of an event is getting a head or a tail when a coin is tossed?(a) Impossible event(b) Equal event(c) Exhaustive event(d) Equally likelyThis question was addressed to me in semester exam.My question is based upon Theoretical Approach to Probability topic in chapter Probability of Mathematics – Class 10
What is the name of the event for which the probability is zero?(a) Impossible event(b) Random event(c) Exhaustive events(d) Mutual eventsI had been asked this question in an interview for job.This key question is from Theoretical Approach to Probability in portion Probability of Mathematics – Class 10
What is the probability of getting the letter ‘E’ in the English alphabet?(a) \(\frac {1}{21}\)(b) \(\frac {5}{19}\)(c) \(\frac {5}{26}\)(d) \(\frac {1}{26}\)This question was posed to me in an online quiz.My question is based upon Theoretical Approach to Probability in portion Probability of Mathematics – Class 10
What is the sum of the probability of occurring an event E and the probability of not occurring the event E?(a) 0(b) -1(c) 1(d) ∞The question was asked by my school teacher while I was bunking the class.This key question is from Theoretical Approach to Probability topic in section Probability of Mathematics – Class 10
A bag contains 3 black, 2 brown, 4 blue balls. What is the probability of getting a brown ball?(a) \(\frac {1}{9}\)(b) \(\frac {7}{9}\)(c) \(\frac {2}{9}\)(d) \(\frac {4}{9}\)I had been asked this question by my school principal while I was bunking the class.This intriguing question comes from Theoretical Approach to Probability topic in division Probability of Mathematics – Class 10

Discussion

No Comment Found

Related InterviewSolutions

Reply to Comment