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Add the length of each side together
- To work out the perimeter of rectilinear shapes, all you have to do is add the length of each side together. Let’s take a look at some examples to get you started: This basic rectilinear shape below has 6 different sides. To find the perimeter, simply add the length of each side together. Remember to include a label for your units.
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To find the perimeter of a shape using a formula: Choose the correct formula. For a square \ (P\) = 4\ (s\) where \ (s\) is the length of one side. For a rectangle either \ (P\) = 2\ (l\) + 2\...
Use this fun, teacher-led maths video to get children excited about maths learning and build their confidence with calculating the perimeter of rectilinear s...
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How do you find the perimeter of a rectilinear shape? A rectilinear shape is a shape that has straight sides that meet at right angles. You can find their perimeter in exactly the same...
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The shape is 2D (flat);All of the lines are straight;All of the sides meet at right angles;The interior angles at each vertex is 90º or 270º;To find the perimeter of a rectilinear shape, all you need to do is add together the lengths of all of the sides. Sometimes, you might need to find the length of a side to work out the perimeter. In the example above, you need to find the length of sides a and bto be able to work out the perimeter. To find the length of side a, you need to add toge...
We have loads of resources to support your teaching and learning about rectilinear shapes. They have all been created by a team of experienced teachers to make sure that your class has the best resources possible. Check out some of our favourites today: 1. Rectilinear Shapes Library– These resources are tailored for KS2 pupils. They include PowerPo...
Jan 10, 2017 · Learn how to find the Area and Perimeter of Rectilinear shapes. Recommended for Year 5/6.
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- HG Walker
This videos goes through finding the perimeter of a rectilinear shape. We discover how to use the attributes of squares and rectangles to help find missing s...
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- Mr. Hubbard's Online Learning Center