Probability Tricks and Shortcuts For Bank Exams: Probability tricks for bank exams are available in this probability tricks for bank exams article. Candidates who want to maximize their scores in the upcoming bank exams and other competitive exams shall go through these probability shortcuts for bank exams post. Probability is one of the most common topics in the quantitative aptitude section of the bank exams. In most of the bank exams like sbi clerk, sbi po, ibps clerk, ibps po, rrb po, rrb clerk, and other insurance exams, probability plays a prominent role. So candidates must be familiar with the probability to solve the probability based questions simply. These probability shortcuts will help you to improve your speed and accuracy. So aspirants who are going to appear for the forthcoming bank exams and other competitive exams such as ssc cgl, ssc chsl, ssc mts and railways can exploit these probability tricks to solve any type of questions simply by using probability formulas and probability shortcuts for bank exams. We have also uploaded the probability tricks pdf in this probability shortcuts for bank exams post. Needed candidates shall download this probability tricks pdf to know the important probability shortcuts for the bank exams.

Probability Tricks and Shortcuts PDF For Bank Exams

We have attached a probability tricks pdf for bank exams in this probability tricks for bank exams post. Aspirants can exploit this probability tricks pdf for bank exams to practice probability questions for their future bank exams and other competitive exams. Download the probability tricks pdf for bank exams for your future reference. 

Probability Tricks and Shortcuts PDF for Bank Exams

 

Quantitative Aptitude Tricks and Shortcuts PDFs
Percentage	Average	Probability	Time Distance Speed
Time and Work	Permutation and Combination for Bank Exams	Boats and Streams	Simple interest and compound interest
Number system	Mixture and alligation	Ratio and proportion	Pipes and Cisterns
Number series	Problems on trains	Partnership	Profit and Loss
Quadratic Equation	Mensuration	Problems on ages

Probability Tricks and Shortcuts For Bank Exams

We have provided some probability shortcuts here. If you want to score good marks in the aptitude section of the bank exams and other competitive exams you must be proficient with the probability shortcuts. So that you can utilize these probability shortcuts to improve your speed and accuracy while solving probability questions by exploiting these probability tricks. 

• Probability defines the likelihood of occurrence of an event. There are many real-life situations in which we may have to predict the outcome of an event.
• Before going to solve probability questions by using probability tricks for bank exams you should know some important topics and explanations regarding probability topics. 

Experiment: Any procedure or event that we carry out. It must have a possible set of outcomes.

Sample Space(S):  It is a well-defined set of possible outcomes.

For example, 1) Sample space in tossing a coin on air = S = ( H, T)

                       2) If two coins are tossed then S = ( HH, HT, TH, TT )

Outcome: The result of the experiment.

Favorable Outcomes: The outcomes that are favorable to us.

Probability Range: Between 0 and 1

• The important probability shortcut for bank exams is that the candidate should be familiar with some probability rules.  Some of the probability rules are provided in this probability tricks for Bank Exams article. They are, 

Addition rule: 

P (A or B) = P(A) + P(B

and P(A ∪ B) = P(A) + P(B)

Multiplication rule:

if A and B are independent events

P (A and B) = P(A) x P(B)

P(A ∩ B) = P(A) x P(B)

• Probability Based on Coins: In probability based on coins type, questions are asked based on tossing coins and obtaining a particular face (Head/Tail) or obtaining the same face on two or more coins.
• Probability Based on Dice: Probability Based on Dice type of question is based on rolling one or more dice and getting a particular number on the face or a sum of faces of dice.

• Probability Based on balls: Probability Based on balls types of questions are based on choosing a ball of a particular colour from one or more bags containing different coloured balls.

• Probability Based on Cards: In these probability based on card types, the questions are asked based on 52 cards divided in probability. There are 13 cards of each suit, consisting of 1 Ace, 3 face cards, and 9 number cards. There are 4 Aces, 12 face cards, and 36 number cards in a 52 card deck. The probability of drawing any card will always lie between 0 and 1. The number of spades, hearts, diamonds, and clubs is the same in every pack of 52 cards.

• The most important probability trick is that a candidate should be proficient with the formulas regarding the probability topic. The probability formula pdf is attached to this probability shortcuts for bank exams article. Aspirants can utilize these probability tricks for bank exams article to solve any type of probability question simply with speed and accuracy by using these probability tricks in the bank exams and other competitive exams. 

Probability Formula PDF for Bank Exams

 

Quantitative Aptitude Formula PDFs
Percentage	Average	Probability	Time Distance Speed
Time and Work	Permutation and Combination	Boats and Streams	Simple Interest and Compound Interest
Number System	Mixture and Alligation	Ratio and Proportion	Pipes and Cisterns
Sequence and Series	Problems on Trains	Partnership	Profit and Loss
Mensuration

 

Reasoning Tricks and Tips PDFs
Seating Arrangement	Puzzle	Blood Relation	Syllogism
Coding-Decoding	Direction Sense	Inequality	Input Output

 

Probability Tricks and Shortcuts For Bank Exams FAQs

Q. What is sample space in probability?

A. Sample space is a well-defined set of possible outcomes.

For example, 1) Sample space in tossing a coin on air = S = ( H, T)

                       2) If two coins are tossed then S = ( HH, HT, TH, TT )

Q. What are the important rules in probability?

A. Addition rule: 

     P (A or B) = P(A) + P(B)

     and P(A ∪ B) = P(A) + P(B)

     Multiplication rule:

      if A and B are independent events

      P (A and B) = P(A) x P(B)

      P(A ∩ B) = P(A) x P(B)