NCERT Solutions for class 8 - Most schools use NCERT textbooks for teaching and learning. Students in higher classes like 8th will need solutions of NCERT for class 8 to help prepare better for the final exams. The CBSE NCERT solutions of class 8 are pretty useful to understand how to answer the questions asked in the textbook and the final exam as well. This is not the only advantage. Understanding the NCERT solutions for class 8 will also cement the foundation for higher classes and help in the board exams that will come with these. Check the subject wise solutions of NCERT for class 8 on this page for all the exercises and chapters given in the NCERT textbooks. Click on the links for the NCERT solutions for each subject and then chapter to get to the solutions.
Two very important subjects in class 8 are science and maths. While solutions of NCERT class 8 science include all the 18 chapters given in the textbook, the NCERT solutions for class 8 maths includes answers to all exercises given in the16 chapters that are covered in the NCERT maths textbook. This is the first step for every class 8 students to take note of. Checking the CBSE NCERT solutions for class 8 should be done according to the chapter covered in the school so that completing the school homework is easy and scoring good marks becomes a regular practice.
Well, this is simple if you follow the given links in the tables below.
Go to the column mentioning the subject you want to check the NCERT solutions of class 8 for
Next, go to the chapter that you wish to see the solutions for
Click on the link given for the chapter and the page with the solutions of NCERT class 8 exercise will open.
CBSE Class 8 Science
CBSE Class 8 Maths
Easy to understand solutions of NCERT class 8 will help you solve problems from other books
You will know the concepts very well which will be useful in the higher classes.
No need to join tuitions or coaching as the CBSE NCERT solutions of class 8 are given in a detailed manner.
You can find Solutions of NCERT for class 9 to class 12 below:
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5. Find the value of for which
Take cut-outs of two identical parallelograms, say ABCD and A′B′C′D′ (Fig 3.19).
Here is same as except for the name. Similarly the other corresponding
sides are equal too.
Place over . Do they coincide? What can you now say about the lengths
Similarly examine the lengths and . What do you find?
You may also arrive at this result by measuring and .
Solve the following equations and check your results.
Q.1 3x = 2x + 18