Class 7 Decimals Worksheet: A Peek Beyond the Point
Make a printable decimals sheet for A Peek Beyond the Point and Another Peek Beyond the Point, with place value, comparing, fractions as decimals, units and rupee problems. The answer key is at the end.
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1Class, subject and chapter
Class SubjectNCERT Ganita Prakash: Ch 6 Perimeter and Area
2Questions
Questions on each sheet Difficulty Different setsEach set has different questions, so children sitting together cannot copy.
3Header and answer key
Class 6 · 15 questions · answer key included
Every click on New questions makes a fresh sheet with its own answer key. A4 size; print at 100%. The questions are written for practice and are not taken from any textbook.
Decimals in Class 7: A Peek Beyond the Point
Class 7 maths has two chapters on decimals. A Peek Beyond the Point is Chapter 3 of the Ganita Prakash Part 1 book, and Another Peek Beyond the Point is Chapter 4 of Part 2. Together they look at what lies after the decimal point: tenths, hundredths and thousandths, how decimals connect to fractions, how to compare and order them, how to use them for lengths, weights and money, and how to calculate with them.
If you were looking for an A Peek Beyond the Point worksheet, this page sets the worksheet generator to the decimals topic, which draws on both chapters. On a sheet you can expect:
- naming the place of a digit, such as the 3 in 36.03;
- writing fractions like 3/4 or 3/20 as decimals, and choosing the right fraction for a decimal;
- comparing two decimals with >, < or =, and picking the largest of four close decimals;
- changing centimetres into metres;
- adding and subtracting decimals;
- on Hard, multiplying and dividing by 10, 100 or 1000, multiplying two decimals, and dividing a decimal by a whole number;
- true or false checks on decimal sums and on multiplying by 10 or 100;
- matching decimals with their fractions;
- word problems with ₹ prices for tomatoes, notebooks and pens, and a rope with a piece cut off.
How to use this sheet
- Class 7, Maths and Decimals are already chosen.
- Pick the level by what has been taught. In the fill-in part, Easy keeps to place value, fractions as decimals, comparing and units; Medium brings in adding and subtracting; Hard adds multiplication and division.
- Choose 15 questions for practice, or 20 for revision before a periodic test.
- Make Sets A and B for a class so that partners work on different numbers.
- Download the PDF or print on A4, and keep the answer key page for checking.
Tips for decimals practice
Line up the points. A common adding and subtracting mistake is lining up the last digits instead of the decimal points. Ask your child to write sums in columns in the notebook, adding zeros at the end so both numbers have the same number of decimal places.
Read decimals the long way. Besides "zero point four five", read 0.45 as "forty-five hundredths". It makes comparing and converting to fractions much easier.
Use money and the measuring tape. ₹12.50 and 1.35 m are decimals children already see. When a question feels abstract, put it in rupees or metres.
Estimate before checking the key. Before looking at the answer key, ask whether the answer is sensible. Short sheets two or three times a week work well. For fraction practice that goes with this chapter, see the Class 7 fractions worksheet.
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Frequently asked questions
Does this sheet cover both A Peek Beyond the Point and Another Peek Beyond the Point?
Yes. Class 7 has two decimals chapters: Chapter 3 of Ganita Prakash Part 1 and Chapter 4 of Part 2. In the fill-in questions, Easy and Medium stay with place value, comparing, conversions and adding and subtracting, while Hard adds multiplying and dividing decimals. Choose the level that matches how far your class has reached.
Why does my child think 0.45 is bigger than 0.5?
Because 45 is bigger than 5, and children read the digits after the point as a whole number. Write both with the same number of decimal places: 0.50 and 0.45. Now it is clear that 50 hundredths is more than 45 hundredths. The which-is-largest questions on this sheet are built around exactly this confusion.
How do I change a fraction like 3/20 into a decimal?
Find a number that turns the denominator into 10, 100 or 1000. Multiply 20 by 5 to get 100, and do the same to the top, so 3/20 = 15/100 = 0.15. For 1/8, multiply by 125 to get 125/1000, which is 0.125.
How can I check decimal sums quickly?
Use the answer key at the end of the sheet, which gives each answer with its unit where there is one, such as m or ₹. A quick estimate also helps: 27.54 + 45.62 is a little more than 27 + 45, so an answer near 73 makes sense and an answer near 7 or 730 does not.