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**About Bank Mahapack**

If you are preparing for more than 1 **Banking & Insurance exams** then this is the pack we recommend you buy.

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**Banking & Insurance Exams Covered in this Pack**

Additionally, you can crack any private bank job exam with content in this pack.

**Bank & Insurance Mahapack Highlights **

- Structured course content
- Recorded classes available if you miss any live class
- Previous Years’ Papers of all upcoming exams.
- Full Length Mocks based on the latest pattern with detailed solutions (video solutions for certain topics)
- Topic level knowledge tests
- Strategy sessions, time management & Preparation tips from the experts

**Validity: 3 Months**

**Note: This package is not a part of Double Validity Offer**

**BODMAS:**

**1.**

**BODMAS Rule**: This rule depicts the correct sequence in which the operations are to be executed.

**BODMAS**–

**B (Bracket), O(Of), D(Divison), M(Multiplication), A(Addition), S(Subtraction)**.

**Bracket first, then ‘of’ operation, ‘division‘, multiplication, addition and at last subtraction.**

**Example1**.

**108/36 of 1/4+2/5*13/4**

**Note**– BODMAS Rule executed in

**decreasing order**.

**Example2**. 4+4*18-6-8

**2.**Some

**identities**which are helpful in the exam. They are important without them you can solve the question but take more time.

**Example1**.

**789*789*789+211*211*211/ 789*789-789*211+211*211**— equ1

**(a**

^{3}+b^{3})= (a+b)*(a^{2}-ab+b^{2})**(a**

^{3}+b^{3})/ (a^{2}-ab+b^{2})= (a+b)**a=789, b=211**

**Example2**. 658*658*658- 328*328*328/ 658*658+658*328+328*328—–equ1

**(a**

^{3}-b^{3})=(a-b)(a^{2}+ b^{2}+ab)**(a**

^{3}-b^{3})/(a^{2}+b^{2}+ab)=(a-b)**a=658, b=328**

**330**

**3**.

**Divisibility Rule-**

**Divisibility By 3:**

**the sum of digits is divisible by 3**

**Divisibility by 9:**

**if the sum of the digit is divisible by 9.**

**Divisibility by 4:**

**last two digits is divisible by 4**

**Divisibility by 8:**

**hundred’s, ten’s and unit’s digit of the given**number is divisible by 8.

**Divisibility by 11:**

**difference between the sum of its digit at odd places and the sum of its digits at even places is either 0 or number divisible by 11.**

**Example**. 57463822

**Divisibility by 5:**

**Example.**76895.

**4.**Some ways you can easy your calculation faster-

**52*111=**

**addition**of 5 and 2 i.e.=7

**addition**of 5 and 2=7

**Example2**– step1.

**152*111**= 1_ _ _ 2

**tens place**-the addition of 5 and 2

**hundred place**– the addition of 5, 2 and 1

**thousand place**– the addition of 1 and 5.

**5**. a)** 268*75**= 134*150=67*300=20100— ( **5 in Unit place makes it 10)**.

**26.2/5**=54.4/10=5.44.

**41.3/25**=41.3*4=1.652(40+13).

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