Get the most accurate TN Board Solutions for Class 4 Maths Chapter 05 Money here. Updated for the 2026-27 academic session, these solutions are based on the latest TN Board textbooks for Class 4 Maths. Our expert-created answers for Class 4 Maths are available for free download in PDF format.
Detailed Chapter 05 Money TN Board Solutions for Class 4 Maths
For Class 4 students, solving TN Board textbook questions is the most effective way to build a strong conceptual foundation. Our Class 4 Maths solutions follow a detailed, step-by-step approach to ensure you understand the logic behind every answer. Practicing these Chapter 05 Money solutions will improve your exam performance.
Class 4 Maths Chapter 05 Money TN Board Solutions PDF
I. Add the Following Rupees (Without Conversion)
Question 1. Add Rs 38.40 and Rs 41.25.
Answer: To find the total, we need to add Rs 38.40 and Rs 41.25.
\( \text{Rs } 38.40 + \text{Rs } 41.25 = \text{Rs } 79.65 \)
So, the sum of Rs 38.40 and Rs 41.25 is Rs 79.65. When adding money, it's like combining two separate piles of cash and coins.
In simple words: To get the total money, we add the two amounts together. The answer shows how much money there is in total.
๐ฏ Exam Tip: Always align the decimal points when adding or subtracting amounts of money to prevent calculation errors.
Question 2. Add Rs 19.27 and Rs 10.31.
Answer: To find the sum, we need to add Rs 19.27 and Rs 10.31.
\( \text{Rs } 19.27 + \text{Rs } 10.31 = \text{Rs } 29.58 \)
Thus, the total amount when adding these two sums is Rs 29.58. Make sure to add the paise (cents) first, then the rupees.
In simple words: When you add Rs 19.27 and Rs 10.31, you get a total of Rs 29.58.
๐ฏ Exam Tip: Double-check your addition for each column, especially when dealing with decimal numbers, to ensure accuracy.
Question 3. Add Rs 28.50, Rs 20.14 and Rs 41.32.
Answer: To find the total, we need to add Rs 28.50, Rs 20.14 and Rs 41.32.
\( \text{Rs } 28.50 + \text{Rs } 20.14 + \text{Rs } 41.32 = \text{Rs } 89.96 \)
The sum of these three amounts is Rs 89.96. Adding multiple amounts works the same way as adding two, just line up the decimal points.
In simple words: Adding all three amounts of money together gives a total of Rs 89.96.
๐ฏ Exam Tip: When adding more than two numbers, you can add them two at a time or sum all columns vertically, starting from the rightmost digit.
Question 4. Add Rs 34.20, Rs 13.18 and Rs 12.11.
Answer: To find the total sum, we need to add Rs 34.20, Rs 13.18 and Rs 12.11.
\( \text{Rs } 34.20 + \text{Rs } 13.18 + \text{Rs } 12.11 = \text{Rs } 59.49 \)
The total of these three amounts is Rs 59.49. Each amount adds to the final total, just like counting your money.
In simple words: If you add Rs 34.20, Rs 13.18, and Rs 12.11, the total comes out to be Rs 59.49.
๐ฏ Exam Tip: Always write down the units (like 'Rs') correctly with your answer, as it shows what the number represents.
II. Add the Following Rupees (With Conversion)
Question 1. Add Rs 19.56 and Rs 23.64.
Answer: To find the sum, we need to add Rs 19.56 and Rs 23.64.
\( \text{Rs } 19.56 + \text{Rs } 23.64 = \text{Rs } 43.20 \)
The sum of Rs 19.56 and Rs 23.64 is Rs 43.20. Sometimes, when adding paise, you might get more than 100 paise, which then converts into additional rupees.
In simple words: When you add Rs 19.56 and Rs 23.64, you get a total of Rs 43.20.
๐ฏ Exam Tip: Pay close attention to carrying over numbers from the paise column to the rupees column if the sum of paise is 100 or more.
Question 2. Add Rs 64.75 and Rs 36.25.
Answer: To find the total, we need to add Rs 64.75 and Rs 36.25.
\( \text{Rs } 64.75 + \text{Rs } 36.25 = \text{Rs } 101.00 \)
The total amount is Rs 101.00. Adding these specific amounts results in a whole number of rupees, meaning the paise add up perfectly to make another rupee.
In simple words: Adding Rs 64.75 and Rs 36.25 gives you a total of Rs 101.00.
๐ฏ Exam Tip: Remember that 100 paise equals 1 rupee. This conversion is important when the sum of paise goes over 99.
Question 3. Add Rs 28.37, Rs 18.43 and Rs 17.65.
Answer: To find the total sum, we need to add Rs 28.37, Rs 18.43 and Rs 17.65.
\( \text{Rs } 28.37 + \text{Rs } 18.43 + \text{Rs } 17.65 = \text{Rs } 64.45 \)
The total sum is Rs 64.45. Adding three decimal numbers requires careful alignment and carrying over when needed.
In simple words: If you add Rs 28.37, Rs 18.43, and Rs 17.65 together, you will get a total of Rs 64.45.
๐ฏ Exam Tip: When adding multiple decimal numbers, it's a good practice to sum the rightmost column first and carry over any tens to the next column.
Question 4. Rs 64.15 + Rs 38.27
Answer: To find the total, we add the amounts shown in the provided solution.
\( \text{Rs } 64.15 + \text{Rs } 38.27 + \text{Rs } 41.18 = \text{Rs } 143.60 \)
The total amount when adding these three values is Rs 143.60. This type of calculation is very common in everyday shopping and budgeting.
In simple words: When you add Rs 64.15, Rs 38.27, and Rs 41.18, the final total is Rs 143.60.
๐ฏ Exam Tip: Always recheck your addition, especially if it involves carrying over multiple times, to ensure your final sum is correct.
III.
Question 1. Elaovan bought a bat for Rs 105.15 and a ball for Rs 24. How much money did he spend in all?
Answer:Money spent on bat \( = \text{Rs } 105.15 \)
Money spent on ball \( = \text{Rs } 24.00 \)
Total money spent \( = \text{Rs } 105.15 + \text{Rs } 24.00 = \text{Rs } 129.15 \)
Elaovan spent a total of Rs 129.15. This calculation helps us know the combined cost of two items.
In simple words: Elaovan spent Rs 105.15 on a bat and Rs 24 on a ball. So, he spent Rs 129.15 in total.
๐ฏ Exam Tip: When a problem asks "how much in all" or "total amount," it usually means you need to add the given values together.
Question 2. Sadham went to vegetable shop and bought 1 kg of brinjal for Rs 28.50, 1 kg of ladies finger for Rs 10.50, 1 kg of pumpkin for Rs 11.50. Find the total amount he spent in all.
Answer:Cost of brinjal \( = \text{Rs } 28.50 \)
Cost of ladies finger \( = \text{Rs } 10.50 \)
Cost of pumpkin \( = \text{Rs } 11.50 \)
Total amount spent \( = \text{Rs } 28.50 + \text{Rs } 10.50 + \text{Rs } 11.50 = \text{Rs } 50.50 \)
Sadham spent a total of Rs 50.50 at the vegetable shop. Adding up the costs of all items helps in managing a budget for shopping.
In simple words: Sadham bought three vegetables. To find out how much money he spent altogether, we add the price of each vegetable. The total is Rs 50.50.
๐ฏ Exam Tip: Break down word problems into individual items and their costs before performing the final calculation.
Question 3. Kanmani bought pad and pen for her daughter at the cost of Rs 65.50 and Rs 48.75. How much money did she pay for the things?
Answer:Cost of pad \( = \text{Rs } 65.50 \)
Cost of pen \( = \text{Rs } 48.75 \)
Total money paid \( = \text{Rs } 65.50 + \text{Rs } 48.75 = \text{Rs } 114.25 \)
Kanmani paid a total of Rs 114.25 for the pad and pen. This calculation helps in knowing the combined expense for her purchase.
In simple words: Kanmani bought a pad for Rs 65.50 and a pen for Rs 48.75. Adding these prices tells us she paid Rs 114.25 in total.
๐ฏ Exam Tip: Always clearly state what each value represents (e.g., "Cost of pad") before doing the calculation in a word problem.
Question 4. Ramya bought Vegetable rice, Idly and Dosai for Rs 74.50, Rs 28.50 and Rs 60.50. Find the total amount he spent in all.
Answer:Cost of Vegetable rice \( = \text{Rs } 74.50 \)
Cost of Idly \( = \text{Rs } 28.50 \)
Cost of Dosai \( = \text{Rs } 60.50 \)
Total amount spent \( = \text{Rs } 74.50 + \text{Rs } 28.50 + \text{Rs } 60.50 = \text{Rs } 163.50 \)
Ramya spent a total of Rs 163.50 for all the food items. This calculation gives the total sum of all her food purchases.
In simple words: Ramya bought three food items. We add their prices: Rs 74.50, Rs 28.50, and Rs 60.50. The total money spent is Rs 163.50.
๐ฏ Exam Tip: When dealing with multiple items, list each item's cost clearly before summing them up to make the solution easy to follow.
Free study material for Maths
TN Board Solutions Class 4 Maths Chapter 05 Money
Students can now access the TN Board Solutions for Chapter 05 Money prepared by teachers on our website. These solutions cover all questions in exercise in your Class 4 Maths textbook. Each answer is updated based on the current academic session as per the latest TN Board syllabus.
Detailed Explanations for Chapter 05 Money
Our expert teachers have provided step-by-step explanations for all the difficult questions in the Class 4 Maths chapter. Along with the final answers, we have also explained the concept behind it to help you build stronger understanding of each topic. This will be really helpful for Class 4 students who want to understand both theoretical and practical questions. By studying these TN Board Questions and Answers your basic concepts will improve a lot.
Benefits of using Maths Class 4 Solved Papers
Using our Maths solutions regularly students will be able to improve their logical thinking and problem-solving speed. These Class 4 solutions are a guide for self-study and homework assistance. Along with the chapter-wise solutions, you should also refer to our Revision Notes and Sample Papers for Chapter 05 Money to get a complete preparation experience.
FAQs
The complete and updated Samacheer Kalvi Class 4 Maths Solutions Term 3 Chapter 5 Money Exercise 5.2 is available for free on StudiesToday.com. These solutions for Class 4 Maths are as per latest TN Board curriculum.
Yes, our experts have revised the Samacheer Kalvi Class 4 Maths Solutions Term 3 Chapter 5 Money Exercise 5.2 as per 2026 exam pattern. All textbook exercises have been solved and have added explanation about how the Maths concepts are applied in case-study and assertion-reasoning questions.
Toppers recommend using TN Board language because TN Board marking schemes are strictly based on textbook definitions. Our Samacheer Kalvi Class 4 Maths Solutions Term 3 Chapter 5 Money Exercise 5.2 will help students to get full marks in the theory paper.
Yes, we provide bilingual support for Class 4 Maths. You can access Samacheer Kalvi Class 4 Maths Solutions Term 3 Chapter 5 Money Exercise 5.2 in both English and Hindi medium.
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