
Lesson 01: Tiling the Plane | Unit 1: Area and Surface Area
Presentation
•
Mathematics
•
6th Grade
•
Easy
Standards-aligned
Wayground Content
Used 5+ times
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13 Slides • 7 Questions
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Open Ended
Which square—large, medium, or small—covers more of the plane? Explain your reasoning.
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Draw
Draw three different quadrilaterals, each with an area of 12 square units.
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Draw
Use copies of the rectangle to show how a rectangle could tile the plane.
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Draw
Use copies of the rectangle to show how a rectangle could _not_ tile the plane.
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Multiple Select
The area of this shape is 24 square units. Select **all** the statements that are true about the area.
The area can be found by counting the number of squares that touch the edge of the shape.
It takes 24 grid squares to cover the shape without gaps and overlaps.
The area can be found by multiplying the sides lengths that are 6 units and 4 units.
The area can be found by counting the grid squares inside the shape.
The area can be found by adding 4×3 and 6×2 .
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Draw
Here are two copies of the same figure. All angles are right angles. Show two different ways for finding the area of the shaded region.
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Open Ended
A student said, “We can’t find the area of this shaded region because the shape has many different measurements, instead of just a length and a width that we could multiply.” Explain why the student’s statement about area is incorrect.
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