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Divide by repeated subtraction, with the help of shaded figures?
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Divide by repeated subtraction, with the help of shaded figures?
Understanding Division through Repeated Subtraction
Division can be conceptualized as repeated subtraction, where one number is subtracted from another until a remainder is left that is smaller than the divisor. This method is particularly helpful for visual learners.
Example: Dividing 12 by 3
Let's use the number 12 and divide it by 3 using repeated subtraction.
Steps for Repeated Subtraction:
- Start with the Dividend:
- Begin with the number 12.
- Subtract the Divisor:
- Subtract 3 from 12.
- 12 - 3 = 9 (1st subtraction)
- Continue Subtracting:
- 9 - 3 = 6 (2nd subtraction)
- 6 - 3 = 3 (3rd subtraction)
- 3 - 3 = 0 (4th subtraction)
- Count the Subtractions:
- We performed 4 subtractions.
Visual Representation:
- Imagine shading 12 squares to represent the number 12.
- Shade 3 squares at a time until all squares are shaded:
- After 1st subtraction: 9 squares remain unshaded.
- After 2nd subtraction: 6 squares remain unshaded.
- After 3rd subtraction: 3 squares remain unshaded.
- After 4th subtraction: 0 squares remain unshaded.
Conclusion:
- The total number of times we subtracted 3 from 12 is 4.
- Thus, 12 divided by 3 equals 4, which is the quotient.
This method not only helps in understanding division but also reinforces subtraction skills. By using shaded figures, learners can visualize the process, making it easier to grasp the concept of division through repeated subtraction.
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Divide by repeated subtraction, with the help of shaded figures?
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