Class 8 Maths Book Pdf 13: Rd Sharma

Though GST has largely replaced VAT in India (post-2017), RD Sharma retains VAT for conceptual understanding of tax-on-value addition. Students learn:

The chapter ends with two extensive exercises (Ex. 13.1 and 13.2), containing over 60 problems ranging from straightforward formula applications to complex multi-step word problems.

A shopkeeper buys an article for ₹1200 and spends ₹200 on its repairs. He sells it for ₹1680. Find his profit or loss percent. Rd Sharma Class 8 Maths Book Pdf 13

Solution:
Total CP = 1200 + 200 = ₹1400
SP = ₹1680
Profit = 1680 – 1400 = ₹280
Profit% = (280/1400) × 100 = 20%

This shows the inclusion of overheads — a typical RD Sharma approach. Though GST has largely replaced VAT in India


The demand for “RD Sharma Class 8 Maths Book PDF Chapter 13” has several legitimate drivers:

While many students search for a "Free PDF Download" of the entire book, it is important to respect copyright laws. The physical book is widely available at all major bookstores and online platforms like Amazon and Flipkart. The chapter ends with two extensive exercises (Ex

For digital solutions, many educational websites (like LearnCBSE, Vedantu, or Toppr) provide free chapter-wise solutions that you can view online or download for revision. These are excellent for last-minute revision before exams.


Assuming you are studying the current edition, Chapter 13: Profit, Loss, Discount and Value Added Tax (VAT) is one of the most practical and useful chapters in the curriculum. It deals with real-world financial calculations that you will use throughout your life.

The search term "Rd Sharma Class 8 Maths Book Pdf 13" indicates a high demand for digital access to this specific material.

Note on VAT vs. GST: While the chapter covers Value Added Tax (VAT), it is important to note that the Indian taxation system transitioned to the Goods and Services Tax (GST) in 2017. However, the mathematical principles taught in this chapter remain valid. The formulas for calculating tax (VAT or GST) are structurally identical; only the nomenclature and rates differ. Students are advised to view VAT problems as mathematical exercises in tax calculation applicable to any percentage-based tax system.