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Math 1
- 1.1 Checkerboard Borders
- 1.2 Building More Checkerboard Borders
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Math 1
Amanda Kinnett, Aug 9, 2015
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1. 1.1 Checkerboard Borders
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2. 1.2 Building More Checkerboard Borders
1.1 Checkerboard Borders
Look for a pattern! How can you use that pattern to make a prediction?
1.1 Checkerboard Borders
Answer the following:
How many blue tiles would be needed if the center square is 20 units on each side?
What formula can you use with the variable s to calculate the number of blue tiles for any center square length?
How many blue tiles are needed if the center square is 100 tiles long?
1.2 Building More Checkerboard Borders
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Look for a pattern! How can you use that pattern to make a prediction? |
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Answer the following: What is the number of blue tiles if the length is 10 units and the width is 20 units? What formula can you write with the variables L and W to calculate the number of blue tiles for any size rectangle? What is the number of blue tiles if the length is 100 units and the width is 200 units? |
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