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NCERT Solutions for Class 8 Maths Exercise Chapter 2 Linear Equations in One Variable

When it comes to the preparation for an exam, there is no doubt that students need to have all the help that they can. With proper practice of these class 8 maths chapter 2 important questions, students can prepare clazs for their exams.

Below are some of the important questions from this chapter. Solve the following linear equations:. The sum of three consecutive multiples of 8 is Find the multiple. A positive number is 5 times another number. If 21 is added to both the numbers, then one of the new numbers becomes twice of other new numbers. Find the original numbers. In the end, he sold all the fruits. The 2nd chapter of the Class 8 maths book deals with algebraic expressions and linear equations.

There are so many different types of questions in the 6 different exercises of the chapter. Students will be able to make sure that they can solve every single question in the exam if they keep on practicing these important questions that we have byjus maths class 8 chapter 2 review right here for byjus maths class 8 chapter 2 review. There are some very important topics present in the chapter.

Students will get to know more about algebraic equations and some variables as. They will become familiar with the concept of linear equations and ,aths numbers.

They will be able to Byjus Class 10 Maths Chapter 6 Review learn all the different expressions that are used in linear equations and much. They can also get to know more about the utility of these linear equations and their diverse applications as. Apart from that, students can be familiar with the division and multiplication of these algebraic expressions. They are going to learn about identities, factorization, and common errors made in the problems.

There are different methods of solving the questions that are also going to be the main part of these CBSE class 8 maths chapter 2 important questions.

Such knowledge is definitely going to be a great help when it byjue to revies the questions in the exams and hence the students will easily be able byjus maths class 8 chapter 2 review score some good marks in their annual examinations.

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Our questions are custom-made and selected by a team of subject-matter experts. These professionals are aware Byjus Class 6 Maths Chapter 2 Review of the CBSE guidelines and marking scheme. So, having the help of these questions will guarantee that the students get to have exactly what they are looking. Not to mention that these questions are according to the syllabus and that is why students can rely upon the Ch 2 maths class chspter important questions. These questions will not only help them with their homework but will also help them in preparing a proper study schedule bujus prioritizing their maths studies.

There is simply not a single speck of doubt that choosing these questions would be the best idea for sure. Byjus maths class 8 chapter 2 review hope that the important questions for class 8 maths chapter 2 are able to help you out in your preparation for the exams. Students will be able to get their hands on the PDF version of the Class 8 maths chapter 2 extra questions.

They can download the whole file or they can simply byjus maths class 8 chapter 2 review it online. All they have to do is revise the questions as the solutions to these questions are also provided by our experts.

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Chapter 15 - Probability. Chapter 2 Polynomials Class 9 is divided into six sections and five exercises. The first section is the introduction with no exercise. The Second section discusses a particular type of algebraic expression called polynomials.

The Third section explains the zeros of polynomials whereas the Fourth section discusses the Remainder Theorem. Factorisation of Polynomials and identities are revisited in fifth and sixth section.

Exercise 2. Have you ever wondered why children have different heights? Some children grow taller and some end up being shorter than average. To answer this question Scientists have come closer and researched about the parameters in the form of variables that are the cause of height.

Therefore, a variable can be any trait, condition or factor that can change by only differing amounts or it is the unknown term whose value is not known. Not only that, the height of kids is also dependent on their DNA that means if their parents are tall then there are more chances of them being tall whereas short parents usually have short kids. The height of the kid is also dependent on the rate of work or activities.

It is believed that children with more activities like jumping, running, skipping etc tend to grow faster. Thus, nutrients, DNA and activities are the three variables that control the height in our body. These variables keep changing from body to body. For example, while cooking dal we know that the quantity of water is thrice the quantity of lentils.

That you can add 1 cup lentils to three cups of water. This process can be expressed as,. Here, the quantity of lentil is variable. That means if the quantity of lentils changes then the quantity of water also changes. There is one interesting thing about constants and that is this it never changes.

A constant is actually a value that is a fixed number on its own. Thus, x is a variable. Can Constant be a Coefficient Too? Since now we already know about variables, it is easier for us to understand the constant and coefficient. A coefficient is usually the number that is multiplied with the variable or letters.

Also, in the term y, it can be considered as the coefficient of y because y can be written as 1xy. The coefficient is the number which is always multiplied with the variables but constants are terms without variables. Therefore, coefficients cannot be called as constants and vice versa.

In the aforementioned example, -7 is constant. Sometimes terms are also a part of the sequence which is separated by commas.

Like Terms. Like terms are the terms having the same variables raised to the same power. The word Polynomial is derived from the word poly "many" and nominal "term".

It is an expression consisting of many terms such that each term holds at least one variable. The variables can be raised to the power and further multiplied by a coefficient but the simplest polynomials hold one variable.

A polynomial can also not have infinite terms. It always has a finite sum of terms with all variables having Byjus Class 10 Maths Chapter 3 Review whole number exponents and no variable as denominator. Polynomials are composed of the following:. Variables such as g, h, x, y, etc.

Exponents such as 2 in y 2 or 5 in x5 etc. It is simply the highest of the powers or exponents on the terms present in the algebraic expression. Example: In 7x � 5, the first term is 7x, whereas the second term is The power on the variable of the given first term is one and on the second term is zero. Since, the highest exponent is one, the degree of polynomial is also 1.

Polynomials can be classified on the basis of:. Number of terms. Degree of polynomial. A polynomial either has one term, two terms, three terms or more than three terms. The Degree of Polynomial is considered as the highest value of the exponent in the expression because it is the largest exponent. Our Partners We have joined forces with renowned institutions to offer robust, comprehensive, and eye-opening courses that you'll not only love to learn with, but you'll never forget.

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