RS Aggarwal Solutions Class 7 Maths Chapter 23 Exercise 23.2: The second exercise of the probability RS Aggarwal Textbook class 7th is based on the extremely mind-blowing questions on probability. This exercise deals with the shuffling or tossing of coins that might lead to multiple solutions. Please note that all the RS Aggarwal Solutions Class 7 Maths Chapter 23 Exercise 23.2 presented in our attached pdf have been proofread, thoroughly checked, and written by specialized experts.

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## Download the PDF file on RS Aggarwal Solutions Class 7 Maths Chapter 23 Exercise 23.2

RS Aggarwal Solutions class 7 chapter 23

## RS Aggarwal Solutions Class 7 Maths Chapter 23 Exercise 23.2 – “Introduction”

This exercise covers the concept of the tossing of the two coins at the same time. By doing this, you will achieve a specific number of heads and tails. The complication that the students might be required to face here is that the students will be required to find the probabilities of getting one head, two heads, or zero heads, etc. Many students find it difficult to solve such kind of problems.

But, no more worries, as we have attached the pdf file on solutions for all the students such that they can solve the questions by understanding the logic used behind it. This step-by-step guide provided by us will help all the students to make sure that they can the questions given on this exercise with ease and comfort. The formulas in this pdf have been described in such a good way that the student once practicing it, will never be able to forget it.

This way the students tend to become smart and capable of solving any kind of question which requires the use of the same formulas or concept. Once you understand the logic behind something, then there is no turning back. You will keep on getting the right answers for every question you put your eyes into.

### RS Aggarwal Solutions Class 7 Maths Chapter 23 Exercise 23.2 – “Let us explain this exercise via the Probability Example”

Whenever we toss a single coin, then there can only be two predefined possibilities i.e., either there will be ‘Heads’, or ‘Tails’. There is no chance of you getting the answer apart from this.

But, we cannot say that the case is going to be the same in the case of tossing two or more coins. For example, if we toss two coins instead of just one, there will be multiple possibilities that are not limited to only two i.e., either ‘Heads’, or ‘Tails’. In that case, you can find the probability of getting either one of the following or whatever the question demands you to find:

(H, H) – Heads, Heads

(H, T) – Heads, Tails

(T, H) – Tails, Heads

(T, T) – Tails, Tails

This way the possibilities of getting Heads or Tails will vary according to the number of coins that are being tossed. It will vary in the case of three coins tossed, four coins tossed, and so on. The more the number of coins is being tossed, the more difficult it gets to find the particular probability. Henceforth, be sure of the logic you use to solve any question. This basic logic is the only thing that will allow you to solve many big high-level questions. Our experts have taken care of this thing in particular as we don’t believe in deteriorating our quality of content.

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