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Simplification MCQ for Competitive Exams

Simplification MCQ for Competitive Exams – With Answers & Short Tricks – Free Practice Mock Test in English

Are you preparing for competitive exams like SSC, UPSSSC, or other government job tests? Simplification questions are a crucial part of the quantitative aptitude section, and mastering them can help you score high in less time.

📝 Start Practicing Now:

1. 

Find the value of \([(48\div 8)\times\{\frac {49}{7} + \frac {40}{4}\times (7 – 3)\}]\)

2. 
Evaluate : \((-9) – (-60) \div (-12) + (-3) \times9\)

3. 

Find the value of \([(84 \div 6)\times\{\frac{91}{7}+\frac{16}{2}\times (8 – 6 )\}]\)

4. 
Evaluate: \(16 + 10 \div 5 – 2 \times 3\)

5. 

Find the value of \([(23\times 5)\times\{6 \div 6 \times\frac{(18-14)}{4}\}]\)

6. 
Evaluate: \((-9) – (-60) ÷ (-15) + (-3) \times 7\)

7. 

Find the value of \([(50\div 5) \times \{\frac {72}{3} +\frac {12}{1}\times (8 – 7)\}]\)

8. 

Find the value of \([(44\div 4) \times \{\frac{48}{8} + \frac{21}{5}\times (7 – 2)\}]\)
 

9. 
Evaluate: \(32 \div 8 \times 3 – 3 \times 3\)

10. 

Find the value of \([(91 \div 7)\times\{\frac{64}{4}+\frac{17}{6}\times (8 – 2 )\}]\)
 

11. 

Find the value of \([(63 \div 9)\times\{\frac{14}{7}+\frac{19}{1}\times (7 – 6 )\}]\)

12. 
Evaluate: \(32 \div 8 \times 4 – 3 \times 4\)

13. 

Find the value of \([(42 \div 7)\times\{\frac{42}{3}+\frac{19}{4}\times (8 – 4 )\}]\)

In this post, we bring you Simplification MCQs based on previous year papers. Each question comes with the correct answer, detailed solution, and short tricks to solve it quickly.

🔍 What’s Inside:

  • Most important Simplification MCQs for practice
  • Based on previous year exam papers (SSC, UPSSSC, and more)
  • Short tricks and tips to solve faster
  • Ideal for last-minute revision and mock practice

📚 Why Practice Simplification MCQs?

Simplification questions test your ability to deal with numbers fast. These types of questions usually involve:

  • Basic arithmetic operations
  • BODMAS rule
  • Approximations
  • Fractions and decimals

Practicing regularly helps build speed and accuracy – key to clearing competitive exams.

🧠 Pro Tip:

Focus on learning short tricks and mental math techniques. It saves you precious seconds in the exam!

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