MEDIUM
10th Manipur Board
IMPORTANT
Earn 100

Distinguish between subjective and objective probabilities giving examples in each case.

Important Questions on Probability

MEDIUM
10th Manipur Board
IMPORTANT
Mathematics for Class 10>Chapter 14 - Probability>EXERCISE 14.1>Q 5
When do you say a die is fair?
MEDIUM
10th Manipur Board
IMPORTANT
Mathematics for Class 10>Chapter 14 - Probability>EXERCISE 14.1>Q 6
When a fair coin is tossed 3 times, how many outcomes can be there? Are the outcomes equally likely?
MEDIUM
10th Manipur Board
IMPORTANT
Mathematics for Class 10>Chapter 14 - Probability>EXERCISE 14.1>Q 7
From an urn containing 4 white and 5 red balls, two balls are drawn at random. Find the probability that at least one is white.
MEDIUM
10th Manipur Board
IMPORTANT
Mathematics for Class 10>Chapter 14 - Probability>EXERCISE 14.1>Q 8
From a pack of cards, two cards are drawn at random after a thorough shuffle. Find the probability that both are kings.
MEDIUM
10th Manipur Board
IMPORTANT
Mathematics for Class 10>Chapter 14 - Probability>EXERCISE 14.1>Q 9
Two fair dice are rolled. Find the probability that the sum of the points is 7. Also, the sum of points which is most probable by showing all the possible sum of points in a chart or table.
MEDIUM
10th Manipur Board
IMPORTANT
Mathematics for Class 10>Chapter 14 - Probability>EXERCISE 14.1>Q 10
Given that p is a probability that a person aged x years will die in a year, find the probability that none of the four persons all aged x years will die in a year.
MEDIUM
10th Manipur Board
IMPORTANT
Mathematics for Class 10>Chapter 14 - Probability>EXERCISE 14.1>Q 11
Given that p is a probability that a person aged x years will die in a year, if Mr. A is one of the four persons, find the probability that at least one of them will die in a year and Mr. A is the first person to die.
MEDIUM
10th Manipur Board
IMPORTANT
Mathematics for Class 10>Chapter 14 - Probability>EXERCISE 14.1>Q 12
From a well shuffled pack of cards, two cards are drawn at random. Find the probability that both the cards are diamonds.