2-digit number divided by 1-digit number

Loading the math board and drawing, please wait…

2020-03-31 17:58

This example demonstrates the division process and result of a 2-digit number divided by a 1-digit number. It involves core mathematical concepts such as division, remainder, and decimal representation. The construction uses GeoGebra commands/objects like Textfield, Polygon, Sequence, Div, and Mod. Suitable for upper elementary or lower middle school students learning division, or for mathematical teaching demonstrations.

GeoGebra Commands & Parameters

Textfield(divid) → InputBoxDividend
Textfield(div) → InputBoxDivisor
Polygon(Co2, Co3, Co4, Co1) → RegionTen, RegTenS1, RegTenS2, RegTenS3, RegTenS4
Sequence(Polygon[BoxCo1 + (((BoxWidth + BoxSpacing) * k), 0), BoxCo1 + (((BoxWidth + BoxSpacing) * k), BoxHeight), BoxCo1 + ((BoxWidth * (k + 1)) + (BoxSpacing * k), BoxHeight), BoxCo1 + ((BoxWidth * (k + 1)) + (BoxSpacing * k), 0)], k, 0, Min[4, div - 1]) → listDivisor1
Sequence(Polygon[BoxCo2 + (((BoxWidth + BoxSpacing) * k), 0), BoxCo2 + (((BoxWidth + BoxSpacing) * k), BoxHeight), BoxCo2 + ((BoxWidth * (k + 1)) + (BoxSpacing * k), BoxHeight), BoxCo2 + ((BoxWidth * (k + 1)) + (BoxSpacing * k), 0)], k, 0, Max[-1, div - 6]) → listDivisor2
Div(divid, div) → Qu
Mod(divid, div) → Re
Polygon(Co3, Co5, Co6, Co4) → RegionOne, RegOneS1, RegOneS2, RegOneS3, RegOneS4

AI Drawing Prompt Reference

Create a visual representation of dividing a two-digit number by a one-digit number, featuring input boxes for the dividend and divisor. Use shapes to depict the tens and units of the dividend, and multiple rectangles to illustrate the division process, showing the quotient and remainder, with different colors for each part, ultimately forming a complete division demonstration.

The prompt above was compiled from the original drawing commands and is for reference only.