
Calculating long division on paper is a tedious task that often leads to silly mistakes during exams. If you are a student, you have likely felt the pressure of a ticking clock while trying to divide a four-digit number by a double-digit divisor. This is a common hurdle, but it does not have to be your reality. Mastering division tricks class 8 level concepts allows you to bypass the long, exhausting steps of traditional arithmetic. By using division tricks and vedic maths division techniques, you can transform from a slow calculator into a mental math expert, saving precious time for tougher word problems.
Most students rely on the "bus stop" method for division. While reliable, it is slow. Learning mental math division offers several advantages:
Speed: Solve problems up to 5 times faster than traditional methods.
Confidence: Reducing the number of steps reduces the chance of making a manual error.
Brain Exercise: It strengthens your number sense and logical reasoning.
Competitive Edge: Vital for Olympiads and time-bound school tests.
One of the most efficient ways to handle the division tricks in the class 8 curriculum requirements is through Vedic mathematics. Specifically, the "Nikhilam" and "Paravartya" methods are game-changers.
When you need to divide a number by a divisor close to a power of 10 (like 9, 98, or 997), Vedic math division uses a "complement" method. Instead of dividing, you essentially perform additions.
Example: Divide 121 by 9
Since 9 is 1 less than 10, your "multiplier" is 1.
The first digit of the dividend (1) becomes the first digit of your quotient.
Add that 1 to the next digit (2). 1 + 2 = 3. This is your next digit.
Add that 3 to the last digit (1). 3 + 1 = 4. This is your remainder.
Result: Quotient is 13, Remainder is 4.
For numbers that aren't near powers of 10, the splitting technique is a fantastic mental maths division tool. This involves breaking the dividend into parts that are easily divisible by the divisor.
If you are asked to divide 744 by 6:
Think of 744 as 600 + 120 + 24.
All these parts are clearly divisible by 6.
600 / 6 = 100
120 / 6 = 20
24 / 6 = 4
Final Answer: 100 + 20 + 4 = 124.
This method is far more intuitive than carrying over numbers in a long vertical column.
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This is perhaps the most useful of all fast division tricks. Because 5 is half of 10, dividing by 5 is the same as multiplying by 2 and dividing by 10.
Double the number.
Move the decimal point one place to the left.
Example: 235 / 5
Step 1: Double 235 = 470.
Step 2: Move the decimal = 47.0.
Answer: 47.
Double the number.
Move the decimal point two places to the left.
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This is a specific Vedic math division hack. To find the quotient and remainder when dividing any number by 9:
The first digit of the
answer is the first digit of the number.
The next digit is the sum of the previous digit of the answer and the next digit of the number.
Repeat until the last digit, which becomes the remainder.
Example: 102 / 9
First digit is 1.
Next digit: 1 + 0 = 1.
Next digit (Remainder): 1 + 2 = 3.
Result: 11 Remainder 3.
Before applying fast division tricks, you must know if a number can even be divided evenly. These rules are the foundation of division tricks class 8 students need to memorise:
|
Divisor |
The Shortcut Rule |
|
2 |
The number ends in an even digit (0, 2, 4, 6, 8). |
|
3 |
The sum of all digits is divisible by 3. |
|
4 |
The last two digits are divisible by 4. |
|
5 |
The number ends in 0 or 5. |
|
6 |
The number is divisible by both 2 and 3. |
|
8 |
The last three digits are divisible by 8. |
|
9 |
The sum of all digits is divisible by 9. |
|
10 |
The number ends in 0. |
Try these using the division tricks class 8 methods discussed above. Set a timer for 60 seconds!
412 / 4 (Split into 400 + 12)
135 / 5 (Double and move decimal)
819 / 9 (Check divisibility rule first)
1206 / 6 (Split into 1200 + 6)
98 / 7 (Think 70 + 28)
Using mental maths division isn't just about showing off; it is about strategic time management. In a typical Class 8 maths paper, you might have 30 questions. If you save 20 seconds on every division-related calculation, you gain 10 extra minutes to review your answers or tackle high-mark geometry questions.
Always perform a "Divisibility Check" before starting a long division. If a number isn't divisible by 3 or 9 based on the sum of its digits, don't waste time looking for a whole number answer; look for a remainder or decimal immediately.
Regular and interesting practice is essential to build the speed of division tricks in class 8, and it is not limited to the textbooks. CuriousJr makes a big difference for young learners here.
The application provides an interactive environment for students to practice division skills through gamified courses. Instead of staring at a static page, CuriousJr engages kids to solve mental math division problems in real-time scenarios.
CuriousJr online mental maths classes also offers the following:
Live interactive classes designed for Class 8 students.
Structured mental maths modules covering division, algebra, percentages, square roots, cube roots, and logical reasoning.
Daily practice quizzes and timed activities to improve exam speed and accuracy.
Personalized mentor support and doubt-solving assistance.
Progress tracking dashboards for students and parents.
Real-life application-based maths learning for stronger conceptual clarity.
This approach helps:
Build muscle memory for Vedic Math division techniques.
Strengthen logical thinking and calculation speed.
Boost confidence for school exams and competitive tests.
Make mental maths fun, interactive, and less stressful.
By integrating these tricks into digital learning, CuriousJr ensures that students don't just memorize rules but actually understand the logic behind the numbers.
