# RS Aggarwal Class 10 Solutions Chapter 5

## RS Aggarwal Solutions for Class 10 Chapter 5 â€“ Trigonometric Ratios PDF

#### RS Aggarwal Class 10 Maths Solutions Chapter-wise â€“ Free PDF Download

RS Aggarwal Class 10 Solutions Chapter 5 Trigonometric Ratios can be thought of as a stepping stone to learning the interesting problems of sine, cos, tan, sec, cosec, and cot. The knowledge a student gets at this point is very important because it sets the stage for more advanced trigonometry in Class 11 and Class 12. So, RS Aggarwal Solutions Class 10 Trigonometric Ratios are a good way for students to learn the chapter well.

This chapterâ€™s problem is solved by Utopper in a way that makes a lot of sense. It was made by experts in the field who have worked through each question with the utmost accuracy. So, get a free PDF copy of the solution from Utopperâ€™s website and start learning about trigonometric ratios.

This RS Aggarwal Class 10 Solutions Chapter 5 has one exercise with 35 questions that need you to give both short and long answers. The quality and variety of the questions are good for any type of test, from Class 10 board exams to competitive tests. Our answers are a great way to quickly review the whole chapter before your board exams.

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**RS Aggarwal Class 10 Solutions Chapter 5 â€“ Trigonometric Ratios**

**RS Aggarwal Class 10 Solutions Chapter 5 â€“ Trigonometric Ratios**

**RS Aggarwal Class 10 Solutions**

##### Chapter 1 â€“ Real Numbers

##### Chapter 2 â€“ Polynomials

##### Chapter 3 â€“ Linear Equations in two variables

##### Chapter 4 â€“ Triangles

##### Chapter 5 â€“ Trigonometric Ratios

##### Chapter 6 â€“ T-Ratios of Some Particular Angles

##### Chapter 7 â€“ Trigonometric Ratios of Complementary Angles

##### Chapter 8 â€“ Trigonometric Identities

##### Chapter 9 â€“ Mean, Median, Mode

##### Chapter 10 â€“ Quadratic Equations

##### Chapter 11 â€“ Arithmetic Progression

##### Chapter 12 â€“ Circles

##### Chapter 13 â€“ Constructions

##### Chapter 14 â€“ Height and Distances

##### Chapter 15 â€“ Probability

##### Chapter 16 â€“ Coordinate Geometry

##### Chapter 17 â€“ Perimeter and Areas of Plane Figure

##### Chapter 18 â€“ Areas of Circle, Sector & Segment

##### Chapter 19 â€“ Volume & Surface Areas of SolidsÂ

#### RS Aggarwal Class 10 Solutions Chapter 5 Free PDF Download

Trigonometric ratios are the relationships between a triangleâ€™s right angle and the lengths of two of its sides. Trigonometric Ratio is also called Angle Functions, Circular Functions, Goniometric Functions, and Trigonometric Functions.

Trigonometric ratios can be used in a lot of different ways. They are used in navigation, astronomy, the study of solids, and many other fields.

There are a total of six trigonometric ratios, and sine, cosine, and tangent are three of them. Most of the time, these three ratios are used more than the rest. The other three ratios are the same as the first three ratios in reverse. Cosecant, secant, and cotangent are the last three ratios.

Think about a triangle named ABC, where AB is the hypotenuse.

- BC is the opposite side of vertice A
- AC is an adjacent side of vertice A
- Angle ACB is right angle triangle
- The acute angle is BAC.

**You can find the six trigonometric ratios by:**

Sine

- Sin A = Perpendicular/Hypotenuse
- Opposite Side/Hypotenuse

Cosine

- Cos A = Base/Hypotenuse
- Adjacent side/Hypotenuse

Tangent

- Tan A = Perpendicular/Hypotenuse
- Opposite Side/HypotenuseÂ

Cosecant

- Cosec A = Hypotenuse/ Perpendicular
- Hypotenuse/ oppositeÂ side

Secant

- Sec A = Hypotenuse/ Base
- Hypotenuse/ Adjacent Side

Cosecant

- Cotan A = Base/Hypotenuse
- Adjacent Side/Hypotenuse

#### RS Aggarwal Class 10 Solutions Chapter 5 on trigonometric ratios is about complementary angles

Angle pairs that add up to 90Â°, like 75Â° and 15Â°, 20Â° and 80Â°, etc., are said to be complementary.

- sin (90Â° â€“ Î¸) = cos Î¸
- cos (90Â° â€“ Î¸) = sin Î¸
- tan (90Â° â€“ Î¸) = cot Î¸
- cot (90Â° â€“ Î¸) = tan Î¸
- sec (90Â° â€“ Î¸) = cosec Î¸
- cosec (90Â° â€“ Î¸) = sec Î¸

If we know some of the sides of a triangle, we can use any of the above formulas to find the missing sides. But remember that these formulas can only be used with triangles that have a right angle.

#### How to Use RS Aggarwal Class 10 Chapter 5 Trigonometric Ratios Solutions for Competitive Exams

- Many students who take Math in Class 10 choose to take exams in engineering and competitions.
- The right book to use is RS Aggarwalâ€™s Trigonometric Ratios Solutions for class 10.
- Read through all of the problems that have been solved in the book.
- Practice them in a notebook and try again if you make a mistake.
- Mark the sums that need more work with a different colour.
- When you sit down to answer a set of questions, time yourself.
- Then, check how well you did on the tests to see how much you learned.
- Review those math problems before going to a competitive exam.Â

## FAQ ( Frequently Asked Questions )

**1. How do I get a good start on Trigonometry for 11th and 12th grade?**

Ans â€“ The RS Aggarwal Class 10 Solutions Chapter 5 Trigonometric Ratios can be found on Utopper.

This book shows you how to learn trigonometry step by step, and it has a lot of worked-out problems that you can look over and then use to practise. It has enough answers to help you get started and teach you the strategies you need to know. This book is a hit with class 10 students who want to get a better grasp of trigonometry because it explains ratios in a methodical way. If they understand the chapter now and practise enough, they will do very well on their tests.

**2. How do I get access of RS Aggarwal Class 10 Solutions Chapter 5 free?**

Ans â€“ Go to Utopper and click on Trigonometric Ratios Solutions for RS Aggarwal Class 10 Chapter 5 to do this. By giving students free study materials like Rivision notes, Reference book solutions, Previous year paper and many more, Utopper makes it much easier to score good in their exams. Its only goal is to teach as many students as possible so that no one is unable to learn. Even if you canâ€™t get on the internet, you can still read these PDFs.Â