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Previous Year Papers – Some Applications of Trigonometry for Class 10

Chapter-wise previous year papers are an essential tool for CBSE Class 10 students preparing for board exams. The chapter “Some Applications of Trigonometry” deals with solving real-life problems using trigonometric ratios. Practicing previous years’ questions helps students understand exam patterns, apply formulas correctly, and improve speed and accuracy in solving questions related to heights, distances, angles of elevation, and angles of depression.


Direct Links to Download CBSE STD-10 Chapter Wise Previous Year Paper Maths (PDF) 

► Click “Download Here” next to your subject to access the free PDF. 

1

Real Number

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2

Polynomials

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3

Pair Of Linear Equations In Two Variables

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4

Quadratic Equations

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5

Arithmetic Progressions

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6

Triangles

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7

Coordinate Geometry

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8

Introduction To Trigonometry

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9

Some Applications Of Trigonometry

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10

Circles

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11

Constructions

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12

Areas Related To Circles

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13

Surface Areas & Volumes

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14

Statistics

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15

Probability

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Why Chapter-Wise Previous Year Papers Are Important

Practicing previous year questions chapter-wise helps students in multiple ways:

  • Understand trigonometric ratios and their practical applications

  • Learn how CBSE frames questions on heights, distances, and angles

  • Improve accuracy in calculations and step-by-step problem-solving

  • Develop confidence for board exams by practicing real exam-style questions

  • Recognize recurring patterns and frequently asked question types

Chapter-wise practice ensures students focus on each topic thoroughly and gain mastery over applications of trigonometry.


Key Concepts in Previous Year Questions

Previous year papers cover all important concepts of the chapter, including:

  1. Trigonometric Ratios: sin θ, cos θ, tan θ, cot θ, sec θ, cosec θ

  2. Complementary Angles: sin(90° – θ) = cos θ, cos(90° – θ) = sin θ

  3. Angle of Elevation and Depression: Essential for height and distance problems

  4. Solving Right-Angled Triangles: Applying trigonometric ratios to find unknown sides or angles

  5. Word Problems: Calculating heights, distances, and angles in practical scenarios

Practicing previous year papers ensures students revise these concepts and apply them efficiently in exams.


Types of Questions in Chapter-Wise Previous Year Papers

From past papers, students can expect a variety of questions:

  • Calculating heights of buildings, towers, poles, and trees

  • Determining distances between objects using trigonometric ratios

  • Solving problems involving angles of elevation and depression

  • Multiple right-angled triangles in a single question

  • Word problems requiring diagram interpretation and logical reasoning

These questions are representative of the CBSE board exam style, helping students prepare systematically.


Benefits of Solving Previous Year Papers on Studentbro.in

Practicing solved previous year papers on Studentbro.in provides the following benefits:

  • Step-by-step solutions for each problem to understand methodology

  • Familiarity with exam-style questions and marking schemes

  • Enhanced speed and accuracy in applying formulas and trigonometric ratios

  • Improved confidence in handling application-based word problems

  • Ability to identify common mistakes and weak areas for revision

Consistent practice bridges the gap between theory and application, ensuring exam readiness.


How to Practice Previous Year Papers Effectively

To gain maximum benefit, students should follow a structured approach:

  1. Attempt questions chapter-wise before looking at solutions

  2. Draw diagrams accurately and label all known and unknown values

  3. Identify appropriate trigonometric ratios before calculating

  4. Solve step by step to avoid mistakes

  5. Review solutions to learn alternate methods and formulas

  6. Track time to improve speed and efficiency for exams

This method ensures complete understanding and confidence in solving applied trigonometry problems.


Time Management Tips for Board Exams

  • Allocate 10–15 minutes per trigonometry question to simulate exam conditions

  • Focus on angles of elevation and depression problems first, as they are often lengthy

  • Revise formulas daily for quick recall

  • Solve at least 2–3 previous year questions daily for consistent practice

Proper time management combined with chapter-wise practice helps students perform well under exam pressure.


Self-Assessment and Performance Tracking

After solving previous year questions, students should:

  • Compare answers with detailed solutions

  • Identify mistakes in formulas or calculations

  • Highlight difficult question types for targeted practice

  • Track progress over time to measure improvement

Self-assessment builds confidence and reduces exam anxiety, ensuring readiness for board exams.


Why Studentbro.in Is the Best Platform for Chapter-Wise Previous Year Papers

Studentbro.in provides structured, reliable, and student-friendly solutions for all CBSE Class 10 chapters, including “Some Applications of Trigonometry.” Key features include:

  • Chapter-wise previous year papers with detailed step-by-step solutions

  • Questions covering all exam-relevant patterns

  • Easy-to-understand explanations for self-study and classroom practice

  • Aligned with CBSE syllabus, ensuring students practice the latest exam-style questions

  • Helps students bridge the gap between theory and real-life application

Using Studentbro.in, students can master applications of trigonometry and confidently solve previous year questions.


Conclusion

Chapter-wise previous year papers for Some Applications of Trigonometry are an essential resource for CBSE Class 10 students. They help students understand trigonometric concepts, solve practical problems on heights, distances, angles, and build confidence for exams.

Studentbro.in provides step-by-step solutions, diagrams, and tips to make learning easier, structured, and exam-ready. Practicing these papers ensures students are fully prepared for board exams and can excel in applied trigonometry questions.