# RS Aggarwal Class 10 Solutions Chapter 15

## RS Aggarwal Solutions for Class 10 Chapter 15 – Areas Related to Circles PDF

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

If you have any questions about Chapter 15, “Probability,” you should look at the RS Aggarwal Class 10 Solutions Chapter 15. This chapter teaches you the basics of probability and then builds on them to show you more difficult questions. In this chapter of RS Aggarwal Class 10 Solutions, you will learn about different terms and formulas related to probability, such as random experiment and possible outcomes, events, sample, space, the basics of probability and its properties, sure and impossible events, and events that happen together.

In this chapter, there are 3 exercises with a total of 97 questions. There are a lot of real-life problems and word problems that can be used to make a wide range of questions. In this chapter, most of the questions have short or long answers, and there is also a section with objective-style questions. The questions in RS Aggarwal books are based on the CBSE curriculum and guidelines, so practising with them will give you a lot of experience with questions that are like those on exams. You can be sure that you’ve covered everything that could come up on boards or other exams.

Probability is both interesting and a little hard to understand. Our experienced faculty knows a lot about this topic, so they can give you accurate solutions that are easy to understand. Anyone can easily get to our solutions for RS Aggarwal Class 10 Solutions Chapter 15 from anywhere. We explain the basics of each topic so that you can answer any question about this chapter.

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**RS Aggarwal Class 10 Solutions Chapter 15 – Areas Related to Circles**

**RS Aggarwal Class 10 Solutions Chapter 15 – Areas Related to Circles**

**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 Solids

#### Some Objects That Are Often Mentioned in Probability Questions â€“

- A coin has two sides: the head and the tail.
**Dice or Die**: A dice is a cube with numbers from 1 to 6 on each of its six sides.**Cards**: There are 52 cards in a deck, and each suit has 13 cards. There are 26 cards that are red and 26 that are black. There are 13 cards in each of the two red suits, which are diamonds and hearts. Each of the two black suits, spades and clubs, has 13 cards. The A through 10 cards are followed by a Joker, Queen, and King.- Â
**Random Experiment and Trial**â€“ In this topic, you will learn how an experiment is different from a trial. An “experiment” is any action that has two or more clear results. A “random experiment” is one where all of the possible results are known, but the exact result cannot be known in advance. An experiment can be done an infinite number of times, and each time is called a “trial.” For example, there are two possible outcomes when you flip a coin: head or tail. There are 52 possible outcomes when you pick a card from a deck. **Sample Space**: A “point” is a single element of the “sample space,” which is a set that shows all the possible outcomes of an event. For example, the sample space for tossing two coins can be written as (H, H), (H, T), (T, H), and (T, T).**Probability**is the number that tells us how likely it is that something will happen in a trial. Probability is always a chance that something will happen, not a sure thing. Chances are between 0 and 1.

It comes from:

- P(E) = number of times an event happened / number of times n
- Here, P(E) is the empirical probability that an event will happen, and n is the total number of trials.

#### Benefits of RS Aggarwal Class 10 Solutions

- The solutions are written as per the CBSE guidelines to assist you score well in your examinations.
- These answers are prepared by the experts of Utopper who have more years of teaching experience.
- These solutions are written during a simple manner to maximize retention and improve understanding of the concepts.
- Solutions of every chapter are well categorized to enhance the convenience of use during your revisions.

## FAQ ( Frequently Asked Questions )

**1. How can I get access to RS Aggarwal Class 10 Solutions Chapter 15 Probability?**

Ans – In this Chapter Probability you will learn about different terms and formulas related to probability, such as random experiment and possible outcomes, events, sample, space, the basics of probability and its properties, sure and impossible events, and events that happen together. Utopper Provide to you free study materials like Revision Notes, Important Questions, which helps them understand better and makes it less likely that they will make mistakes on their exams.

**2. How should I get ready for the CBSE Class 10 Math Board Exam?**

Ans – Students in class 10 can start getting ready for the CBSE class 10 math board exam by taking each chapter seriously and evaluating it. Students can even start writing down the big problems they think will be on the test. And finally, the Solutions for RS Aggarwal Class 10 Chapter 15 Probability can be downloaded and studied. If they do all of these things at the same time, they will be ready to take the board exam with confidence.Â For More Preparation you can access free Utopperâ€™s Study Materials like Rivision Notes, Important Questions and many more.