Course Content
Module 1: Introduction to Banking Exams
This module introduces Banking Exams, their types, exam patterns, scoring strategies, and tips to approach online exams effectively.
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Module 2: Quantitative Aptitude Mastery
This module covers all key concepts of Quantitative Aptitude, including numbers, simplification, profit-loss, ratios, time-speed-distance, data interpretation, algebra, and mensuration for Banking Exams.
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Module 3: Reasoning Ability
This module develops reasoning skills for Banking Exams, covering verbal, non-verbal, logical, and analytical reasoning with practical problem-solving strategies.
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Module 4: English Language
This module enhances English language skills for Banking Exams, focusing on grammar, vocabulary, reading comprehension, cloze tests, para jumbles, and sentence correction.
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Module 5: General Awareness & Banking Awareness
This module builds knowledge in banking, finance, general awareness, and current affairs, essential for scoring well in Banking Exams.
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Module 6: Computer & IT Knowledge for Banking Exams
This module covers essential computer, IT, and digital banking knowledge for Banking Exams, including MS Office, internet basics, shortcuts, and e-banking concepts.
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Module 7: Practice & Mock Tests
This module provides practice and mock tests to enhance exam readiness, improve speed, and analyze performance for Banking Exams.
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Module 8: Exam Strategy & Interview Preparation
This module guides students on exam strategies, time management, question-solving techniques, personality development, and interview preparation for Banking Exams.
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Module 9: Practice Questions & Revision
This module contains comprehensive practice exercises and quizzes to reinforce learning from all previous modules and improve exam performance.
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Banking Exam Success: PO, Clerk & RRB Preparation

Lesson 2.6: Algebra & Mensuration

Objective: Learn key concepts of algebra and mensuration and apply shortcut techniques for Banking Exams.

1. Algebra Basics

  • Definition: Algebra involves letters (variables) representing numbers in expressions, equations, and formulas.

  • Common Topics:

    • Simplifying expressions: 2x+3x=5x2x + 3x = 5x

    • Solving linear equations: 2x+5=152x + 5 = 15x=5x = 5

    • Quadratic equations: ax2+bx+c=0ax^2 + bx + c = 0

    • Word problems: Profit, Age, Mixture problems using algebraic expressions

Tips:

  • Always simplify expressions first.

  • Substitute numbers carefully to solve equations quickly.

  • Practice equation-based word problems regularly.


2. Mensuration Basics

  • Definition: Mensuration deals with measurement of shapes—area, perimeter, and volume.

  • Important Formulas:

2D Shapes:

Shape Area Perimeter
Square a2a^2 4a4a
Rectangle l×bl × b 2(l+b)2(l+b)
Triangle 1/2×base×height1/2 × base × height a+b+ca+b+c
Circle πr2πr^2 2πr2πr

3D Shapes:

Shape Volume Surface Area
Cube a3a^3 6a26a^2
Cuboid l×b×hl × b × h 2(lb+bh+hl)2(lb + bh + hl)
Cylinder πr2hπr^2h 2πr(h+r)2πr(h+r)
Sphere 4/3πr34/3 πr^3 4πr24πr^2

3. Shortcut Tricks

  • Memorize formulas for common shapes.

  • For triangles: Use Heron’s formula for area if sides known:

    Area=s(s−a)(s−b)(s−c),s=a+b+c2Area = \sqrt{s(s-a)(s-b)(s-c)}, \quad s = \frac{a+b+c}{2}

  • For quick volume calculations: Use factorization and approximate π = 3.14 if allowed.

  • Use unit conversion carefully (cm → m, m³ → liters).


4. Tips for Banking Exams

  • Practice algebraic simplification and solving equations daily.

  • Memorize mensuration formulas; do not waste time deriving them during exams.

  • Solve mixed problems combining algebra and mensuration for speed.

  • Always check units in mensuration problems to avoid mistakes.


Lesson Summary:
Algebra and Mensuration are important for quantitative sections. Mastering formulas, simplification techniques, and shortcut methods ensures accuracy and speed in Banking Exams.

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