Arithmetic is a critical part of the Quantitative Aptitude section in the MBA CET 2025 exam. It carries significant weight and tests your ability to solve problems related to numbers, calculations, and real-life applications. Here’s a detailed guide to help you master Arithmetic for MBA CET 2025:
Arithmetic Topics for MBA CET 2025
The Arithmetic section includes the following key topics:
- Ratio and Proportion
- Percentages
- Profit and Loss
- Simple and Compound Interest
- Averages
- Time, Speed, and Distance
- Time and Work
- Mixtures and Allegations
Detailed Topic-wise Preparation Strategy
1. Ratio and Proportion
- Key Concepts:
- Ratio comparison
- Proportion and direct/inverse variation
- Partnership (profit sharing based on investment)
- Tips:
- Practice problems involving dividing quantities in a given ratio.
- Learn shortcuts for solving proportion problems.
2. Percentages
- Key Concepts:
- Percentage increase/decrease
- Applications in profit/loss, population growth, etc.
- Tips:
- Memorize percentage equivalents of fractions (e.g., 1 / 4=25%).
- Practice problems involving successive percentage changes.
3. Profit and Loss
- Key Concepts:
- Cost price (CP), selling price (SP), profit, and loss
- Discounts and marked price
- Tips:
- Learn formulas:
- Profit = SP – CP
- Loss = CP – SP
- Profit % = Profit / CP × 100
- Practice problems involving successive discounts.
- Learn formulas:
4. Simple and Compound Interest
- Key Concepts:
- Simple Interest (SI): SI = P×R×T/ 100
- Compound Interest (CI):Â A = P(1+R/100)^T
- Tips:
- Understand the difference between SI and CI.
- Practice problems involving annual/half-yearly/quarterly compounding.
5. Averages
- Key Concepts:
- Mean, weighted average
- Problems involving age, marks, etc.
- Tips:
- Learn the formula: Average = Sum of Values / Number of Values​.
- Practice problems involving the replacement or removal of items.
6. Time, Speed, and Distance
- Key Concepts:
- Relationship between speed, distance, and time:Â Speed = Distance / TimeÂ
- Relative speed (trains, boats, and streams)
- Tips:
- Convert units (e.g., km/h to m/s) for easier calculations.
- Practice problems involving trains, circular tracks, and upstream/downstream.
7. Time and Work
- Key Concepts:
- Work efficiency
- Work done by individuals or groups
- Tips:
- Learn the formula: Work = Rate × Time
- Practice problems involving pipes and cisterns.
8. Mixtures and Allegations
- Key Concepts:
- Mixing two or more quantities with different prices or concentrations
- Allegation rule for finding ratios
- Tips:
- Learn the allegation formula:Quantity of Cheaper / Quantity of Dearer = (Price of Dearer − Mean Price) / (Mean Price − Price of Cheaper) Quantity of Dearer / Quantity of Cheaper​ = (Mean Price − Price of Cheaper) / (Price of Dearer − Mean Price)​
- Practice problems involving mixtures of liquids, grains, etc.
Preparation Tips
- Understand Concepts: Focus on understanding the basics of each topic.
- Practice Regularly: Solve at least 20-30 questions daily from each topic.
- Use Shortcuts: Learn shortcuts and tricks for faster calculations.
- Solve Previous Papers: Analyze past MBA CET papers to understand the question pattern.
- Take Mock Tests: Practice mock tests to improve speed and accuracy.
Recommended Books
- Quantitative Aptitude for Competitive Examinations by RS Aggarwal
- How to Prepare for Quantitative Aptitude for CAT by Arun Sharma
- MBA CET Official Guide by Arihant Publications
Example Questions
- Ratio and Proportion:
- If A: B = 3:4, B: A​ = 4:3​ and B: C=5:6, C: B​=6:5. ​Find A: C and C: A​.
- Solution: A: C=A: B×B: C = 3: 4×5: 6=15: 24=5: 8 and C: A​=B: A​×C: B​= 4: 3​× 6: 5​= 24: 15​= 8: 5​.
- If A: B = 3:4, B: A​ = 4:3​ and B: C=5:6, C: B​=6:5. ​Find A: C and C: A​.
- Percentages:
- If the price of a product increases by 20%, by what percentage should you reduce the consumption to keep the expenditure the same?
- Solution: Let original price = ₹100. New price = ₹120. To keep expenditure constant, reduce consumption by 20/120×100 = 16.67%.
- If the price of a product increases by 20%, by what percentage should you reduce the consumption to keep the expenditure the same?
- Profit and Loss:
- A shopkeeper sells an item at a 10% loss. If the selling price is ₹450, find the cost price.
- Solution: SP = 90% of CP. So, CP = 450/0.9 = ₹500.
- A shopkeeper sells an item at a 10% loss. If the selling price is ₹450, find the cost price.
- Time and Work:
- A can complete a work in 30 days, and B can complete it in 15 days. How long will it take them to complete the work together?
- Solution: A′s rate = 1/30, B′s rate = 1/15​. Combined rate = 1/30+1/15=3/30=1/10. Time taken = 10 days.
- A can complete a work in 30 days, and B can complete it in 15 days. How long will it take them to complete the work together?
By focusing on these strategies and practicing consistently, you can master Arithmetic for MBA CET 2025. Good luck!
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