Categories: SBI PO

Simplification Questions for SBI PO

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Simplification Questions for SBI PO: SBI PO Quantitative Aptitude is an integral part of the SBI PO examination process and so is the topic of simplification. Being good at simplification promises you 5-8 marks which is a healthy reserve in any banking exam.

For a complete breakdown of topics included in Quantitative Aptitude, you can also check the detailed SBI PO Syllabus to understand the section-wise weightage and exam structure.

This will naturally connect your simplification content with the syllabus page and improve internal SEO flow.

For a complete breakdown of topics included in Quantitative Aptitude, you can also check the detailed SBI PO Syllabus to understand the section-wise weightage and exam structure mentioned in the latest SBI PO Notification.

Simplification Tips and Tricks

  • Learn to make tables by yourself – For example – make the table of 87 using speed math tricks. This way you will not have to mug up the tables.
  • Sum, sub, multiply, divide
  • Square values till 25, Cube values till at least 20, Square roots, Cube root
  • Basic fractions
  • Basic percentage and ratio
  • Learn the BODMAS rule
  • Practice and develop speed math techniques. Without them you can never finish such questions in the desired time.

Simplification Questions for SBI PO

Q1) What will come in the place of question mark (?) in the given expression?

60% of (15% of 2500 + 40% of 2500 + 20% of 2500) = ?2 – 100 

a. 25 

b. 40 

c. 45 

d. 35 

e. 55 

Answer: d 

Solution: 

60% of (15% of 2500 + 40% of 2500 + 20% of 2500) = ?2 – 100 

0.60 × (0.15 × 2500 + 0.40 × 2500 + 0.20 × 2500) + 100 = ?2 

0.60 × (375 + 1000 + 500) + 100 = ?2 

?2 = 1225 

? = 35 

Hence, option d. 

Q2) What will come in the place of question mark (?) in the given expression?

1000÷ 250 = (3√? × √1444) ÷ (3√512 × √361) 

a. 2744 

b. 5412  

c. 4096 

d. 512 

e. 3375 

Answer: c 

Solution: 

1000÷ 250 = (3√? × √1444) ÷ (3√512 × √361) 

4 = (3√? × 38) ÷ (8 × 19) 

38 × 3√? = 4 × 8 × 19 

3√? = 16 

? = 4096 

Hence, option c. 

Q3) What will come in the place of question mark (?) in the given expression?

14% of 300 + 12% of 450 – 25% of √(92 – √289) = ? 

a. 94 

b. 98 

c. 115 

d. 84 

e. 78 

Answer: a 

Solution:  

14% of 300 + 12% of 450 – 25% of √(92 – √289) = ? 

0.14 × 300 + 0.12 × 450 – 0.25 × √(81 – 17) = ? 

42 + 54 – 2 = ? 

? = 94 

Hence, option a. 

Q4) What will come in the place of question mark (?) in the given expression?

[(6√3 × 5√2) × (2√2 × 8√3) ÷ 16] = ? 

a. 200 

b. 160 

c. 192 

d. 165 

e. 180 

Answer: e 

Solution: 

[(6√3 × 5√2) × (2√2 × 8√3) ÷ 16] = ? 

[(30√3 × √2) × (16√2 × √3) ÷ 16] = ? 

30 × 3 × 2 × 16 ÷ 16 = ? 

? = 180 

Hence, option e. 

Q5) What will come in the place of question mark (?) in the given expression?

3√3375 × 12.5% of 8040 – (16× ?2) = 2531 

a. 4 

b. 16 

c. 11 

d. 7 

e. 22 

Answer: d 

Solution: 

3√3375 × 12.5% of 8040 – (16× ?2) = 2531 

2531 = 15 × 1005 – (256 × ?2

(256 × ?2) = 15075 

256 × ?2 = 12544 

?2 = 49 

? = 7 

Hence, option d. 

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Still, have some doubts about what we discussed in this blog? Then, leave your queries in the comment section below. We will surely respond to them. 

Disclaimer: This article has been prepared for informational and educational purposes only, based on previous exam trends, expert analysis, and publicly available data. It is not an official notification, and the State Bank of India (SBI) — the official conducting authority for the Probationary Officer (PO) examination — has not endorsed or released the content herein. While every effort has been made to ensure accuracy, exam patterns, schedules, and other details may change, and readers are strongly advised to verify all information with official SBI updates. The practice material and insights provided are intended to support preparation and should not be considered guaranteed exam content. Neither the authors nor PracticeMock accept responsibility for any discrepancies, errors, or outcomes arising from reliance on this article. For authentic information, please refer to the notifications issued by SBI.

Vishwas Agarwal

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